Question 1

The last four letters of the word CONCENTRATION are written in reverse order, followed by the next two letters in reverse order, then the next three letters in reverse order and finally the first four letters in reverse order. In this new arrangemen…

Accepted Answer

Introduction / Context: This question combines word manipulation with positional counting, both of which are common in reasoning exams. You are asked to rearrange segments of a word under specific rules and then determine the position of a letter from the right end. The word CONCENTRATION is used to construct a new sequence by reversing groups of letters in a particular order. Careful tracing of each step avoids confusion and leads to the correct final position. Given Data / Assumptions: The original word is CONCENTRATION, which has 13 letters. The instructions tell us to take the last four letters and write them in reverse order, then the next two letters (just before those four) in reverse, then the next three letters in reverse, and finally the first four letters in reverse. After performing all these operations, we obtain a new 13 letter arrangement. We are then asked to count from the right end and identify the letter that is eighth from that end. Concept / Approach: The key idea is to split the original word into segments according to the counts mentioned: last four, previous two, previous three and first four. We then reverse the letters inside each segment and concatenate these reversed blocks in the specified order. Once the new sequence is formed, counting from the right end becomes a straightforward indexing task. Breaking the problem into clear sub steps reduces the cognitive load and minimises errors. Step-by-Step Solution: Write CONCENTRATION with positions: C(1), O(2), N(3), C(4), E(5), N(6), T(7), R(8), A(9), T(10), I(11), O(12), N(13). Last four letters are T, I, O, N (positions 10 to 13). Reversing them gives N O I T. The next two letters before these four are R and A (positions 8 and 9). Reversing them gives A R. The next three letters before that are E, N and T (positions 5, 6 and 7). Reversing them gives T N E. The first four letters are C, O, N and C (positions 1 to 4). Reversing them gives C N O C. Putting the reversed blocks together in order we get the new arrangement: N O I T A R T N E C N O C. Verification / Alternative check: Now we count from the right end of the new sequence. From the right, the letters are: C (1st), O (2nd), N (3rd), C (4th), E (5th), N (6th), T (7th) and R (8th). Therefore the eighth letter from the right is R. As a cross check, you may also count from the left: N (1), O (2), I (3), T (4), A (5), R (6), T (7), N (8), E (9), C (10), N (11), O (12), C (13). From 13 letters, the eighth from the right corresponds to position 13 - 8 + 1 = 6 from the left, which is also R. Both methods agree, confirming the result. Why Other Options Are Wrong: E appears in the new arrangement but it is fifth from the right, not eighth. N appears multiple times but none of its occurrences is at the eighth position from the right. T and C occupy other positions when counted from the right and do not match the required eighth position. Only R consistently matches the count when we carefully trace and list all letters in their new order. Therefore any option other than R contradicts the explicit counting from the rearranged sequence. Common Pitfalls: Many learners misread the instruction and reverse the entire word instead of reversing the specified groups separately. Another common mistake is to take the wrong segments, for example choosing the last four correctly but then selecting the incorrect next two letters. Counting from the left instead of from the right as asked in the question also leads to the wrong answer. To avoid these pitfalls, underline the segments on the original word, reverse them one by one, and write the new sequence clearly on paper. Finally, be sure to count carefully from the correct end of the word. Final Answer: In the new arrangement of CONCENTRATION, the letter that is eighth from the right end is R.

Question 2

In the sense of direction, what is the opposite of the direction “right”?

Accepted Answer

Introduction / Context: This is a short verbal reasoning question about antonyms, focusing on the directional meaning of the word right. Words with more than one meaning frequently appear in aptitude tests to see whether you can identify the correct sense from context. Here, the context is clearly about direction, not about correctness or morality. Understanding this distinction helps you choose the correct opposite without confusion. Given Data / Assumptions: We are asked for the opposite of right specifically in the context of direction. The options include Left, Wrong, Give, Take and None of these. In everyday English, right can mean correct, it can refer to a legal entitlement, or it can indicate direction. The question implicitly tells us to treat right as a direction, as that is the usual pairing with left on maps and in navigation. We assume normal, modern English usage for these words. Concept / Approach: In directional terms, right and left are a pair of opposite directions, much like north and south. In contrast, right and wrong are opposites in the moral or correctness sense, not in physical space. Give and take form another opposite pair related to actions, not directions. Our task is to pick the word that is the direct directional opposite of right, rather than any other kind of antonym. Recognising which sense of a polysemous word is being used is the core idea here. Step-by-Step Solution: Identify the sense in which right is used. Since the question mentions the opposite in a simple way and the options include Left, it strongly suggests directional meaning. In directional usage, when you turn right you move to one side, and when you turn left you move to the opposite side. Therefore, in the directional sense, the opposite of right is left. Wrong is the opposite of right only in the sense of correctness, not direction. Give and take form a separate pair of opposites and are unrelated to direction in this context. Thus, Left is the only option that satisfies the directional opposite requirement. Verification / Alternative check: To verify, imagine simple instructions such as turn right at the signal and turn left at the signal. You can see that these describe two opposite turns from the same starting orientation. If you tried to substitute wrong into such instructions, they would no longer make sense as directional guidance. Similarly, telling someone to give or take does not convey spatial movement in the context of navigation. This thought experiment confirms that only left stands as the direction that is exactly opposite to right. None of the other words serve this role in ordinary speech. Why Other Options Are Wrong: Wrong is indeed an antonym of right in the context of correctness, but the question refers specifically to the directional sense, which pairs right and left. Give and Take are opposites of each other with respect to actions of transferring something, and they have nothing to do with directions here. None of these is incorrect because there is a perfectly valid opposite in the list, namely left. Therefore, every option except Left fails to match the required directional meaning. Common Pitfalls: A common mistake is to think of right only as correct and to rush towards Wrong as the answer without reading the question carefully. Some candidates also overthink and suspect a trick when they see an obvious pair like left and right, leading them to ignore the simplest choice. To avoid such errors, always pause to identify the sense of the word that fits the context. Matching each option to that sense rather than to a different meaning of the same word keeps you on the right track. Remember that in direction based questions, left is naturally the opposite of right. Final Answer: In directional terms, the opposite of right is Left.

Question 3

If NAMO is coded as 172 and OM is coded as 56, then using the same rule what should be the code for SHIVAY?

Accepted Answer

Introduction / Context: This is a letter to number coding question, a standard part of many aptitude and reasoning tests. Each word is converted into a number using a fixed hidden rule, and you must infer that rule from the examples. Once the pattern is identified, you apply it to a new word to obtain its code. These questions train you to recognise numeric patterns associated with letter positions in the alphabet. Given Data / Assumptions: We are told that NAMO is coded as 172 and OM is coded as 56. The letters in these words are N, A, M, O and O, M respectively. We must deduce the coding rule that turns these letters into the numbers 172 and 56. After discovering the pattern, we must apply the same rule to the word SHIVAY to find its code. The options provided are 606, 415, 504, 404 and 312. Concept / Approach: A common approach in such problems is to replace each letter by its alphabetical position and then look for sums, products or combinations of these values. For example, A is 1, B is 2, C is 3 and so on up to Z as 26. Since both sample words give numbers that are larger than any single letter position, the rule likely involves adding the positions and then multiplying by the number of letters. We will test this idea on the given examples. Step-by-Step Solution: Write the positions for NAMO: N = 14, A = 1, M = 13 and O = 15. Compute their sum: 14 + 1 + 13 + 15 = 43. The given code for NAMO is 172. Notice that 43 multiplied by the number of letters (4) is 43 * 4 = 172, which matches perfectly. Now check OM: O = 15 and M = 13. Their sum is 15 + 13 = 28. There are 2 letters in OM. So 28 * 2 = 56, which matches the given code for OM. This confirms the rule: code(word) = (sum of letter positions) * (number of letters). Now apply it to SHIVAY. For SHIVAY, positions are S = 19, H = 8, I = 9, V = 22, A = 1 and Y = 25. The sum is 19 + 8 + 9 + 22 + 1 + 25 = 84. The word SHIVAY has 6 letters, so 84 * 6 = 504. Verification / Alternative check: As a verification step, re add the positions of SHIVAY carefully: 19 + 8 = 27, 27 + 9 = 36, 36 + 22 = 58, 58 + 1 = 59 and 59 + 25 = 84. Multiplying 84 by 6 again gives 504, confirming the previous computation. You can also briefly test whether any other simple rule could fit the examples, such as multiplying only by the first letter position or by a constant. None of those alternate patterns will successfully match both NAMO and OM. Therefore, the sum multiplied by word length rule is the only consistent and logical coding scheme here. Why Other Options Are Wrong: Codes 606, 415, 404 and 312 do not equal 84 multiplied by 6 and thus cannot arise from the discovered rule. For instance, 606 divided by 6 is 101, which is not the sum of any possible combination of letter positions in SHIVAY. Similarly, 404 divided by 6 does not yield an integer, showing it is incompatible with the pattern of sum times length. Since the pattern has been clearly established and verified on the sample words, any number not equal to 504 must be rejected. Thus only 504 is consistent with the coding logic. Common Pitfalls: A common mistake is to try overly complex operations such as squaring positions or mixing place values based on letter order, which leads to unnecessary confusion. Another pitfall is to test a pattern on only one example and assume it is correct without confirming it on the second example. Some students also miscalculate alphabet positions, especially beyond the middle of the alphabet, leading to incorrect sums. To avoid these issues, always verify your discovered rule against all given examples and recalculate alphabet positions slowly if needed. This disciplined approach greatly improves accuracy in coding and decoding questions. Final Answer: Using the same coding rule as in NAMO and OM, the code for SHIVAY is 504.

Question 4

In the word LEMON, two letters have as many letters between them in the word as they have between them in the English alphabet. Which of these two letters comes earlier in the alphabet?

Accepted Answer

Introduction / Context: This question is another example of the letter pair counting type, but it specifically asks you to identify which letter comes earlier in the alphabet in a qualifying pair. The word given is LEMON, and you must compare letter spacing inside the word with spacing in the alphabet. Such questions train your ability to track positions and relationships between letters precisely. They are common in competitive exams because they mix observation with basic counting skills. Given Data / Assumptions: The word is LEMON. We are told that there is a pair of letters in this word such that the number of letters between them in the word matches the number of letters between them in the alphabet. Once we locate that pair, we must decide which of the two letters appears earlier in the alphabet. The options are L, N, E, M and O. We assume we must find the most standard pair that exam setters intend, focusing on a non adjacent pair with a clear gap on both scales. Concept / Approach: First assign positions to the letters of the word from left to right. Then assign alphabetical positions from A to Z. For each pair of letters in the word, compute the gap in the word (difference of indices minus one) and the gap in the alphabet (difference of alphabetical positions minus one). A pair qualifies if these two gap values are equal. After identifying the relevant pair, we simply check the alphabet order of those two letters and choose the one that comes first. Step-by-Step Solution: Write LEMON with positions: L(1), E(2), M(3), O(4), N(5). Now note the alphabetical positions: L is the 12th letter, E is 5th, M is 13th, O is 15th and N is 14th. Consider the pair L and O first, at positions 1 and 4 in the word. There are 2 letters between them in the word (E and M). In the alphabet between L (12) and O (15) there are M and N, again 2 letters. So L O is a valid pair. Another qualifying pair, O and N, is adjacent in the word and also adjacent in the alphabet, so there are zero letters between them in both places. The question typically refers to the pair with a clear gap, namely L and O. Among L and O, L comes earlier in the alphabet. Verification / Alternative check: To verify, you can check each pair in the word systematically. Pairs like L E, L M, E M, E O, and so on usually show mismatched gaps when you compare word distance and alphabet distance. Only L O and O N show matching gaps. However, O N are simply adjacent letters, while L O demonstrate the classic pattern these questions usually test, with equal non zero spacing in word and alphabet. In either case, when you look at the letters L and O alone, the earlier letter alphabetically is clearly L. Checking this against the alphabetical order A, B, C and so on confirms that L precedes O. Why Other Options Are Wrong: N, E and M are not members of the primary non adjacent pair that the question is highlighting. While O does form a valid pair with L and another with N, O does not come earlier in the alphabet than L. Among all options listed, only L both belongs to a qualifying pair and is the earlier letter in that pair. Therefore picking N, E, M or O would conflict with the alphabet ordering or misinterpret the intended pair. The exam setter expects you to focus on the L O pair and then choose L as the earlier letter. Common Pitfalls: One common mistake is to quickly spot the adjacent pair O N and then mark O without checking which letter comes first alphabetically. Another pitfall is to assume that only one pair exists and to miss the more illustrative pair L O entirely. Some candidates also confuse the requirement and look for equal absolute positions rather than equal gaps. To avoid such errors, first identify all matching gap pairs, then read the exact wording of the question again to see what it asks about those pairs. Finally, compare the qualifying letters in strict alphabetical order before choosing the answer. Final Answer: Among the letters that form a qualifying pair in LEMON, the one that comes earlier in the alphabet is L.

Question 5

The first half of the English alphabet is reversed and the second half remains in the usual order. In this new sequence, which letter is tenth to the left of the sixteenth letter from the left?

Accepted Answer

Introduction / Context: This question checks your ability to manipulate the alphabet in a structured way and then locate letters by relative position. It specifically modifies only the first half of the alphabet and then asks for positional counting. Such problems are common in letter ranking sections because they require careful attention to the modified order instead of the usual A to Z arrangement. Practising them improves mental flexibility with ordered sequences. Given Data / Assumptions: We start with the English alphabet from A to Z. The first half, that is A to M, is reversed, while the second half, N to Z, remains in the normal order. This creates a new 26 letter sequence. In that new sequence we must identify the letter that is the sixteenth from the left, and then find the letter that is tenth to the left of that position. The answer must be one of the options H, F, Z, U or Q. Concept / Approach: First construct the modified alphabet explicitly or at least conceptually. Reversing the first 13 letters means that A becomes the 13th in that block, while M becomes the first. The second half from N to Z stays as it is. Once the full sequence is fixed, we locate the sixteenth letter from the left by simple counting. After that we move ten positions to the left, which means subtracting ten from the index of that letter. The letter at the new index is the required answer. Step-by-Step Solution: Write the normal alphabet and split it: first half A to M and second half N to Z. Reverse the first half to get M L K J I H G F E D C B A. Keep the second half unchanged: N O P Q R S T U V W X Y Z. Combine them to form the new sequence: M L K J I H G F E D C B A N O P Q R S T U V W X Y Z. Count to find the sixteenth letter from the left: positions 1 to 13 are M, L, K, J, I, H, G, F, E, D, C, B, A; positions 14 and 15 are N and O; so position 16 is P. Now move ten places to the left from position 16: 16 minus 10 gives position 6. The 6th letter in the new sequence is H, since the sequence begins M(1), L(2), K(3), J(4), I(5), H(6). Verification / Alternative check: As a verification, you can also count right from the start and mark every fifth letter to keep track, reducing the chance of miscounting. For instance, M(1), L(2), K(3), J(4), I(5), H(6), G(7), F(8), E(9), D(10), C(11), B(12), A(13), N(14), O(15), P(16). Once you are confident that P is indeed at position 16, subtracting ten to obtain position 6 is straightforward. Another quick check is to rewrite only the first 16 letters, circle the 16th as P, and count back 10 positions to confirm that you land on H. Both methods align, confirming H as the correct answer. Why Other Options Are Wrong: F occurs at position 8 in the modified sequence, not at position 6. Z is the last letter and lies far to the right, so it cannot be ten places to the left of the sixteenth letter. U appears later in the sequence, specifically at position 21, making it impossible to be the required letter. Q is at position 17 and also does not match the positional requirement. Only H matches the position obtained by first identifying P as the sixteenth letter and then moving ten steps to the left. Common Pitfalls: A common error is to forget that only the first half is reversed and to mistakenly reverse the entire alphabet. Another pitfall is to miscount positions either when finding the sixteenth letter or when moving ten places to the left. Some students try to solve the problem mentally without ever writing the modified sequence, which increases the risk of mixing up letters. To avoid such mistakes, clearly write or visualise the first 16 letters of the new arrangement and check your counting twice. Slowing down slightly at this stage is much better than redoing the entire question later. Final Answer: In the new sequence with the first half reversed, the letter that is tenth to the left of the sixteenth letter from the left is H.

Question 6

Which one word is used for a person who completely abstains from drinking alcoholic beverages?

Accepted Answer

Introduction / Context: This question belongs to the one word substitution and vocabulary section of verbal reasoning. It asks for a single term used to describe a person who never consumes alcoholic drinks. Knowing such precise words not only helps in exams but also improves comprehension of articles, biographies and social discussions. Recognising standard labels for behaviours and lifestyles is an important part of advanced vocabulary. Given Data / Assumptions: The description is a person who abstains from alcoholic drinks. The options are Teetotaller, Heretic, Angler, Drunkard and Monk. We must select the one word that best matches this description in standard English usage. We assume no specialised religious or regional meanings beyond widely accepted dictionary definitions. The focus is on the specific habit of not taking alcohol at all. Concept / Approach: A teetotaller is a well known term for someone who never drinks alcoholic beverages, often due to personal, health or religious reasons. Heretic refers to someone who holds beliefs that disagree with established religious doctrines. An angler is a person who fishes with a rod and line. A drunkard is someone who habitually drinks too much alcohol. A monk is a member of a religious community, and while many monks do avoid alcohol, the word itself does not specifically mean a non drinker. The task is to map the description to the most precise term. Step-by-Step Solution: Focus on the key phrase abstains from alcoholic drinks, which describes a total avoidance of alcohol. Recall that the word teetotaller refers to exactly such a person, one who practices complete abstinence from alcohol. Check Heretic: this relates to unorthodox religious belief and has nothing to do directly with drinking habits. Angler is associated with fishing as a hobby or occupation and again has no relation to alcohol consumption. Drunkard refers to the opposite behaviour, someone who drinks too much and is often intoxicated. Monk refers to a religious life, and while many monks may avoid alcohol, the term itself is broader and not specific to this habit. Therefore the only exact match is Teetotaller. Verification / Alternative check: You can verify by thinking of common usage in sentences. For example, you might hear phrases like he has been a teetotaller since college or she became a teetotaller for health reasons. These sentences clearly interpret the word as complete abstinence from alcohol. You would not naturally use Heretic, Angler or Monk in such contexts. Drunkard would mean nearly the opposite, someone who drinks excessively. This real world usage check confirms that teetotaller is the only option that matches the given description accurately and specifically. Why Other Options Are Wrong: Heretic deals with belief systems, not drinking behaviour, so it is unrelated. Angler focuses on fishing, which is a hobby or occupation, again unrelated to alcohol consumption habits. Drunkard means habitual heavy drinker, directly opposite to abstainer, so it clearly cannot be correct. Monk refers to a religious person whose lifestyle may involve many strict practices, but not all monks are necessarily non drinkers, and the term does not define that behaviour alone. Therefore, each of these options fails to capture the specific idea of avoiding alcoholic drinks completely. Common Pitfalls: Some candidates may be unfamiliar with the term teetotaller and therefore either skip the question or guess among more familiar words like Monk. Another pitfall is to over interpret Monk as meaning non drinker simply because many religious orders do discourage alcohol. However, exams usually expect the most precise dictionary definition, not an indirect association. To avoid such mistakes, it helps to build a list of common one word substitutes such as philanthropist, misogynist, omnivore and teetotaller. Regular revision of these terms greatly improves your performance in vocabulary based questions. Final Answer: The correct one word substitute for a person who abstains from alcoholic drinks is Teetotaller.

Question 7

In the colour sequence B B R B R W B R W G B R W G Y B R B R W B R W (where B = Blue, R = Red, Y = Yellow, G = Green and W = White), if the pattern is continued, which colour will come next?

Accepted Answer

Introduction / Context: This is a colour code sequence problem where each letter stands for a colour. The aim is to detect a hidden pattern in the sequence and then predict the next term. Such questions often appear in reasoning sections to test pattern recognition in non numeric sequences. Here, we must carefully group the given letters to see how the pattern grows and repeats over time. Given Data / Assumptions: We are given the sequence B B R B R W B R W G B R W G Y B R B R W B R W. The letters represent colours: B for Blue, R for Red, Y for Yellow, G for Green and W for White. We must assume that the sequence continues following the same rule it has been following so far. The task is to determine the very next colour after the last W in the given series. The answer will be one of Yellow, White, Blue, Green or Red. Concept / Approach: Rather than examining individual letters, it is helpful to break the sequence into meaningful blocks. When we do so, a pattern of building up the string BRW step by step with additional letters emerges. After an initial single B, the sequence shows BR, then BRW, then BRWG, then BRWGY, and then it starts a new similar build up again. Identifying these repeating and expanding blocks helps us see what should come after the last partial block in the series. Step-by-Step Solution: Write the sequence clearly: B | B R | B R W | B R W G | B R W G Y | B R | B R W | B R W. Notice that after an initial B, the pattern builds up as BR, then BRW, then BRWG, then BRWGY. After completing BRWGY, the sequence seems to restart: we again see B R, then B R W and then B R W. This suggests that the pattern is structured as B, then BR, BRW, BRWG, BRWGY, then B R, BRW, and so on, essentially repeating the build up. Looking at the most recent part, the series ends with the block BRW at the tail. In the earlier build up, BRW was followed by G to form BRWG. So, following the same logic, after the current BRW we expect G to appear next. Since G stands for Green, the next colour is Green. Verification / Alternative check: To verify, compare the two places in the sequence where BRW appears as a complete block. The first time, it is followed by G and then by Y as the build reaches BRWGY. The last part of the given sequence shows BR, then BRW, and then ends. It is natural that the next step in the pattern would mirror the earlier progression and again add G after BRW. You can also think of the pattern as a repeated cycle where sets grow by appending one extra colour each time: BR, BRW, BRWG, BRWGY, then reset. This consistency across the sequence confirms that G is the logical next letter, so Green must be the next colour. Why Other Options Are Wrong: Yellow appeared in the sequence only after the block BRWG to complete BRWGY, and there is no indication that Y should follow directly after a fresh BRW in this stage. White and Blue are already contained inside the BRW fragment and do not represent the next extension. Red is part of BR, the initial two letter segment, but it is not the new colour added after BRW in the growing pattern. Only Green consistently appears as the next step in the build up from BRW to BRWG. Choosing any colour other than Green breaks the observed structure of the sequence. Common Pitfalls: A frequent mistake is to treat the entire sequence as a simple repeating unit and search for a short cycle like BRWGBRWG, which does not actually exist here. Another pitfall is to look only at the last few letters and guess based on immediate frequency instead of understanding the growth pattern. Some candidates also overlook the significance of the earlier BRW to BRWG jump, which gives a strong clue about what should follow. To avoid these errors, always try grouping sequences into meaningful blocks and compare early and late portions of the series. Once you see how the blocks expand, the next element usually becomes clear. Final Answer: If the given colour sequence is continued, the next colour will be Green.

Question 8

In the word BUCKET, how many pairs of letters have as many letters between them in the word as they have between them in the English alphabet?

Accepted Answer

Introduction / Context: This is another letter pair counting question similar to the ones involving CREATIVE and LEMON. The word here is BUCKET, and we must count how many letter pairs satisfy a particular positional property. Such questions help test attention to detail and the ability to apply the same logical rule consistently. They are standard fare in many clerical and banking examinations. Given Data / Assumptions: The word given is BUCKET. We must consider all pairs of letters in this word taken from left to right. For each pair, we count the number of letters between them in the word itself and compare that value to the number of letters between them in the usual A to Z alphabet. If the two counts are equal, that pair is counted as one valid pair. The final question asks for the total number of such valid pairs in BUCKET. Concept / Approach: As before, we assign alphabetical positions to each letter: A is 1, B is 2 and so on. For any two letters, the number of letters between them in the alphabet is the absolute difference of their positions minus one. Within the word, the letters are at word positions starting from 1, and the number of letters between them is the index difference minus one. We systematically check all pairs to see where these two gap counts agree. A structured approach avoids omissions and double counting. Step-by-Step Solution: Write BUCKET with positions: B(1), U(2), C(3), K(4), E(5), T(6). Now write alphabetical positions: B = 2, U = 21, C = 3, K = 11, E = 5, T = 20. Consider the pair C and E at positions 3 and 5 in the word. Between them in BUCKET is one letter, K, so there is 1 letter between them in the word. In the alphabet, between C (3) and E (5) is the letter D, again exactly 1 letter. So C E is a valid pair. If you check other pairs such as B K, B E, U C, U T, C K and so on, the number of letters between them in the word and in the alphabet will not match. Thus, only one pair, namely C E, satisfies the required condition. Verification / Alternative check: As a verification method, try listing all possible pairs and writing two small numbers next to each pair: the gap in the word and the gap in the alphabet. For example, for B and C, the word gap is 1 (U between them), but the alphabet gap between B and C is 0. This mismatch rules out that pair. Doing this systematically for every combination shows only C and E have equal gaps. Another cross check is to focus on letters that are close together in the word and see whether their alphabetic spacing is similarly small. Among these, only C and E line up perfectly, confirming the count of one valid pair. Why Other Options Are Wrong: Options Two, Three, Four and More than four all claim that there are multiple such pairs. However, detailed analysis reveals only a single valid pair in BUCKET. Any additional pair suggested by those counts will have unequal gaps between word positions and alphabet positions. Since the rule is very strict, even a difference of one letter invalidates a pair. Therefore any answer other than One contradicts the actual pattern in the word. Common Pitfalls: One common mistake is to miscount the number of letters between two positions in the word, especially when the pair is near the start or end. Another pitfall is to compare raw alphabetical positions instead of comparing the gap between them. Students sometimes also stop after finding one pair and assume there must be more, without checking. To avoid such issues, keep your method consistent for each pair: compute word gap, compute alphabet gap, and compare. Writing the positions on paper and working slowly at first will greatly improve accuracy with practice. Final Answer: There is exactly One such pair of letters in the word BUCKET that satisfies the given condition.

Question 9

Six members of a panel are sitting in a row. X is to the left of Q but to the right of P. Y is to the right of Q but to the left of Z, and Z is to the left of R. Which two members occupy the extreme left and extreme right positions in the row?

Accepted Answer

Introduction / Context: This is a linear seating arrangement question, a staple of logical reasoning and aptitude tests. You are given relational information about where certain people sit relative to each other in a row. From these clues, you must deduce the complete order and then answer a specific query about who sits at the extremes. Such questions assess your ability to convert verbal conditions into a clear mental or written diagram. Given Data / Assumptions: There are six members: P, Q, R, X, Y and Z, all sitting in a single row. The conditions given are: X is to the left of Q but to the right of P. Y is to the right of Q but to the left of Z. Z is to the left of R. We assume all six members occupy distinct consecutive positions with no empty chairs between them. The question asks which two members are at the two extreme ends, that is, the leftmost and rightmost positions. Concept / Approach: The best approach is to interpret each statement as a partial ordering and then combine them to form one complete left to right sequence. When we say A is to the left of B, we infer that A is earlier in the row than B. Constraints like A is to the right of B and to the left of C place A between B and C. By chaining these constraints together carefully, we obtain a unique or at least consistent arrangement. From this arrangement, the extremes become obvious. Step-by-Step Solution: From X is to the left of Q but to the right of P, we know P, X, Q appear in that order: P ... X ... Q. From Y is to the right of Q but to the left of Z, we place Y and Z to the right of Q while keeping the order Q ... Y ... Z. From Z is to the left of R, we extend the chain to Z ... R. Combining all relationships gives one continuous ordering: P is left of X, X is left of Q, Q is left of Y, Y is left of Z and Z is left of R. Therefore the full left to right arrangement is P, X, Q, Y, Z, R. The extremes of the row are P at the left end and R at the right end. Verification / Alternative check: To verify, check each given condition against the final arrangement P X Q Y Z R. X is indeed to the left of Q and to the right of P, so the first statement holds. Y is to the right of Q and to the left of Z, matching the second condition. Z is to the left of R, satisfying the third statement. All three constraints are consistent with the derived order, and no member is left unplaced. Since all conditions are respected simultaneously, the arrangement is valid and unique for the purposes of this question. The extremes P and R are therefore confirmed. Why Other Options Are Wrong: Q and Z are in the middle of the row and do not occupy the ends. X and Z are also both internal members, with P to the left of X and R to the right of Z. Q and Y are the third and fourth members from the left, so they clearly are not extremes. P and Y places Y as an extreme, but Y actually has Z and R to its right in the correct arrangement. Only P and R match the leftmost and rightmost positions in the valid seating order, making P and R the only correct pair. Common Pitfalls: A frequent mistake is to misinterpret phrases like to the right of and treat them as immediate neighbours instead of just positional relations. Another pitfall is to draw several partial chains but fail to join them correctly, leading to contradictory placements. Some candidates also ignore one of the conditions after partially fixing the order and end up with an arrangement that violates a later statement. To avoid these issues, always write the chain step by step, check each new relation against what you already have and ensure that all six names are placed. Only then should you answer questions about extremes or relative order. Final Answer: In the panel seating arrangement, the two members at the extremes are P and R.

Question 10

If each letter of the English alphabet is interchanged with the letter fourteen positions away from it (so that A and N swap, B and O swap, and so on until M and Z swap), then in this new alphabet which letter is seventh to the right of the thirteen…

Accepted Answer

Introduction / Context: This problem modifies the usual alphabet using a fixed swapping rule and then asks for relative positions in the new order. The swaps are between letters fourteen positions apart, which effectively rearranges the alphabet into a new sequence. Once this sequence is known, the task is to locate a letter based on counting from the right and then moving some steps to the right. Such questions test your ability to follow transformations carefully and then perform positional reasoning. Given Data / Assumptions: We start with the normal alphabet A to Z. The rule is that the first letter A swaps with the fourteenth letter N, the second letter B swaps with the fifteenth letter O, and this continues until the thirteenth letter M swaps with the twenty sixth letter Z. After this swapping, a new alphabetic sequence is formed. In this new sequence, we must find the thirteenth letter from the right. Then we must identify the letter that is seventh to the right of that letter. We assume a single fixed new order arises from these swaps. Concept / Approach: The easiest way is to write the new sequence directly. Positions 1 to 13 (A to M) swap with positions 14 to 26 (N to Z). This means the new first letter becomes N, the new second letter becomes O, and so on. After constructing the full new sequence, we can find the thirteenth letter from the right by calculating its index from the left. Since there are 26 letters, the thirteenth from the right is at position 26 minus 13 plus 1 from the left. Finally, moving seven steps to the right means adding seven to this index and reading off the resulting letter. Step-by-Step Solution: Write the original alphabet positions: 1 A, 2 B, 3 C, 4 D, 5 E, 6 F, 7 G, 8 H, 9 I, 10 J, 11 K, 12 L, 13 M, 14 N, 15 O, 16 P, 17 Q, 18 R, 19 S, 20 T, 21 U, 22 V, 23 W, 24 X, 25 Y, 26 Z. Apply the swapping rule: positions 1 and 14 swap, 2 and 15 swap, and so on up to positions 13 and 26. After swapping, the new sequence from position 1 to 26 is: N O P Q R S T U V W X Y Z A B C D E F G H I J K L M. To find the thirteenth letter from the right, calculate its left index as 26 - 13 + 1 = 14. Looking at the new sequence, position 14 is occupied by A. Now we must find the letter seventh to the right of this A, which is at position 14. So we compute 14 + 7 = 21. The 21st letter in the new sequence is H, since the letters at positions 14 to 21 are A, B, C, D, E, F, G, H. Verification / Alternative check: For verification, you can count directly from the right end of the new sequence. The new sequence is N O P Q R S T U V W X Y Z A B C D E F G H I J K L M. Counting from the right, M is 1st, L is 2nd, K is 3rd, J is 4th, I is 5th, H is 6th, G is 7th, F is 8th, E is 9th, D is 10th, C is 11th, B is 12th and A is 13th from the right. This matches our earlier conclusion that A is the thirteenth from the right. Moving seven positions to the right from A at position 14 still takes us to position 21, which is H. Both counting methods agree, confirming that H is correct. Why Other Options Are Wrong: U, G, I and K all occupy different positions in the new sequence. U appears earlier in the right half of the new alphabet and does not satisfy the positional calculation we performed. G and I are close to H but correspond to positions 20 and 22 respectively, not 21. K is further to the right and also does not line up with the seventh to the right of the thirteenth from the right. Therefore, none of these letters matches the required position, and only H fits the computed index exactly. Common Pitfalls: A common mistake is to misunderstand the swapping rule and think that A swaps with Z, B with Y and so on, which is a different transformation. Another pitfall is to miscalculate the index of the thirteenth from the right, sometimes forgetting to add 1 after subtracting from 26. Some candidates also try to track everything mentally without writing the new sequence, which increases the chance of mixing up letter positions. To avoid such errors, clearly write the transformed alphabet, use the 26 - k + 1 formula for converting right positions to left positions and count carefully. Double checking the count from the opposite end helps catch missteps. Final Answer: In the transformed alphabet, the letter that is seventh to the right of the thirteenth letter from the right is H.

Question 11

Rearrange the jumbled sentences A to G about the State Bank of India (SBI) cutting savings bank interest rates to form a coherent paragraph. Which option gives the correct order?

Accepted Answer

Introduction / Context: This is a sentence rearrangement or jumbled paragraph question, commonly found in verbal ability sections of exams. You are given several sentence fragments and must arrange them in a logical order to form a clear and coherent paragraph. The topic here is a news style description of the State Bank of India (SBI) cutting savings bank interest rates. Understanding narrative flow, cause and effect and pronoun references is crucial to finding the correct sequence. Given Data / Assumptions: The labelled parts are: (F) SBI today cut interest rate on savings bank account deposits up to one crore rupees by 0.5 per cent. (D) to 3.5 per cent, lowest in six years, a decision that will impact about 90 per cent of its customers. (B) The bank decision comes two days ahead of the central bank monetary policy meeting and is likely to trigger. (G) rate war among peers, and SBI savings bank account base is around nine lakh crore rupees. (E) The country largest lender however will continue to pay 4 per cent interest on savings accounts. (C) with deposits of above one crore rupees, as per a statement. (A) comes into effect from today, and the bank savings account rate was 3.5 per cent for a long earlier period. We assume standard news report structure: headline action, details, timing, impact and background. Concept / Approach: A logical paragraph usually starts with the main action or announcement, followed by its numerical details. Then it may describe timing, consequences and related background policy. Pronouns like it and phrases like this decision usually refer back to the main statement and help fix order. Here, we look for the sentence that can stand alone at the beginning and then attach continuation fragments marked by leading words such as to, with and comes into effect. This approach helps identify the natural narrative flow of the passage. Step-by-Step Solution: Sentence F introduces the main news: SBI today cut interest rate on savings bank deposits up to a certain amount by 0.5 per cent. This is clearly a good opening. Sentence D completes the numerical detail from F by specifying that the rate is now 3.5 per cent, the lowest in six years, and that the decision will affect many customers. So F is immediately followed by D, forming F D. Sentence B logically follows by commenting that this decision comes just before the central bank policy meeting and is likely to trigger something. Sentence G completes the idea started in B by stating that it may trigger a rate war among peers and noting the size of SBI deposit base. Thus we have F D B G as a coherent block. Sentence E introduces a contrast with the word however and clarifies that SBI will continue to pay 4 per cent on accounts above a certain deposit level, so it follows naturally after the main cut has been described. Sentence C is tied to E because it explains that this 4 per cent rate applies to deposits above one crore rupees, acting as a continuation of that statement. Sentence A then states that this two tier rate structure comes into effect from today and mentions the historical rate, serving as a closing background note. Putting all together gives the sequence F D B G E C A. Verification / Alternative check: To verify, read the complete paragraph in the order F D B G E C A and check whether it flows as a clear news item. The action of cutting the rate is introduced, detailed and then placed in context relative to the central bank meeting. The likely consequence, a rate war, is added along with SBI large deposit base. Afterwards, the paragraph clarifies that the higher rate of 4 per cent still applies to larger balance accounts and specifies exactly which balances qualify. Finally, it states when the change becomes effective and recalls the older rate, neatly rounding off the information. No other option sequence produces such a smooth logical flow without abrupt jumps or broken references, confirming that FDBGECA is correct. Why Other Options Are Wrong: Option BDFACEG places B at the start, which talks about the bank decision without clearly introducing what the decision is, leading to confusion. Option BFDCAGE starts with B and then jumps back to F, breaking the natural cause and effect relationship. Option EGACDFB begins with details on who gets 4 per cent but does not first explain that there was a rate cut, so it lacks context. None of these alternative sequences keeps related ideas like F D and E C together in a consistent way. Only FDBGECA provides a well structured narrative that follows journalistic logic. Common Pitfalls: Many learners focus only on the content of each sentence and forget to notice connecting words like however, which and this decision. Ignoring these links can cause them to start with the wrong sentence or separate sentences that clearly belong together. Another common mistake is to accept any grammatically correct order without checking whether it reads like a natural news report. To avoid such errors, always look for the natural introductory line, identify sentence pairs that obviously complete each other and pay attention to contrast words and pronoun references. These clues are often the key to solving jumbled paragraph problems quickly. Final Answer: The correct sequence of the sentences is F D B G E C A, which corresponds to option FDBGECA.

Question 12

Using each letter only once, how many meaningful English words can be formed from the letters A, L and W?

Accepted Answer

Introduction / Context: This is a short word formation question from basic vocabulary and reasoning. You are given a small set of letters and must determine how many distinct meaningful English words can be made using all the letters exactly once. Such questions help evaluate both your vocabulary and your ability to mentally permute letters. They are simple in structure but can be tricky if you do not quickly recognise familiar word patterns. Given Data / Assumptions: The letters provided are A, L and W. Each letter must be used exactly once in forming each word. We have to count how many different meaningful English words can be formed using these three letters. We assume standard everyday English and ignore very obscure or highly technical words. The answer should match one of the counts 1, 2, 3, 4 or more than four. Concept / Approach: With three distinct letters, the total number of possible three letter permutations is 3 factorial, that is six. These permutations are A L W, A W L, L A W, L W A, W A L and W L A. We must now check which of these sequences correspond to real English words. The most promising patterns usually start with a consonant and have vowels placed centrally, forming familiar structures like consonant vowel consonant. By scanning the set of permutations with this in mind, the meaningful words become clear. Step-by-Step Solution: List all permutations: ALW, AWL, LAW, LWA, WAL and WLA. Check ALW: this does not correspond to any standard English word. Check AWL: this spells AWL, which is a real word meaning a small pointed tool used for making holes, especially in leather or wood. Check LAW: this spells LAW, a common English word referring to rules or systems of rules enforced by authorities. Check LWA, WAL and WLA: none of these are standard English words in general usage. Therefore the only meaningful words obtainable are AWL and LAW. Verification / Alternative check: To verify, you can mentally try to use each candidate in a sentence. Sentences such as the cobbler used an awl and he studied law clearly sound natural and show that AWL and LAW are valid words. Attempts to use ALW, LWA, WAL or WLA in similar sentences will fail because they are not recognised English words. You might also recall that AWL and LAW both appear in basic vocabulary lists, while the other arrangements do not. This usage based check supports the conclusion that exactly two meaningful words can be formed. Why Other Options Are Wrong: Option 1 is incorrect because we have clearly found at least two valid words, AWL and LAW. Options 3, 4 and More than four are wrong because no additional everyday English words can be formed from A, L and W apart from these two. Counting any more would require accepting non standard abbreviations or names, which aptitude exams typically do not do in such questions. Therefore, any count other than two does not match the real number of meaningful words. Common Pitfalls: Some students stop after identifying LAW and assume that it is the only word, forgetting to test other permutations equally. Others might treat partial forms or non English sounding combinations as valid words simply because they resemble initials or codes. To avoid these errors, always list all permutations explicitly and test each one for meaning. If a sequence does not appear in normal reading or conversation, it likely should not be counted. Developing a wide reading habit will naturally increase your ability to quickly recognise valid words in such problems. Final Answer: Exactly 2 meaningful English words, AWL and LAW, can be formed using the letters A, L and W.

Question 13

“Alpha” is to “Omega” as “First” is to which of the following words in the same relationship analogy?

Accepted Answer

Introduction / Context: This is a simple verbal analogy question. It presents a pair of related words and then asks you to apply the same relationship to another word. Analogies test your understanding of associations such as opposites, parts to whole, cause and effect or position in a sequence. Here, Alpha and Omega form a well known pair, and you must determine the word that stands to First in the same way that Omega stands to Alpha. Given Data / Assumptions: The analogy given is Alpha : Omega :: First : ?. Alpha is the first letter of the Greek alphabet, and Omega is the last letter of the Greek alphabet. The options for the missing term are Last, Beta, Gamma, End and Middle. We assume that the relationship between Alpha and Omega is based on their positions in the alphabet sequence, not on any other symbolic meaning. The goal is to find the English word that mirrors this positional relationship for First. Concept / Approach: Recognise that Alpha signifies beginning or first, while Omega signifies end or last in many contexts, including religious and literary references. The relationship between them is that of first to last. Transferring this relationship to the pair First and ?, we need the word that is the opposite or complement of First in terms of order. In English sequences, the natural counterpart to First is Last. Other options either describe different positions or are unrelated letters from the Greek alphabet. Step-by-Step Solution: Interpret the pair Alpha and Omega. In the Greek alphabet, Alpha is the first letter and Omega is the last letter. The relationship can be stated as first element to last element in a sequence. Map this relationship onto the words First and the unknown term. We seek the word that stands to First as last stands to first. In English ordinal terms, the direct opposite of First in an ordered list is Last. Beta and Gamma are simply the second and third letters of the Greek alphabet, which do not mirror the first last relation. End is similar in meaning to Last but the analogy is more precise and direct with the exact counterpart Last. Middle represents a central position, not an extreme. Verification / Alternative check: To verify, you can rewrite the analogy using general words instead of specific names: first letter : last letter :: first position : last position. Substituting back, you get Alpha : Omega :: First : Last. The structure clearly holds and is symmetric. If you try any other option, for example Beta or Middle, the analogy breaks since Alpha : Omega does not correspond to First : Beta or First : Middle in any standard sense. End is conceptually close but not as exact as Last when you are paralleling named positions in a sequence. Thus Last is the best and most accurate fit for the pattern. Why Other Options Are Wrong: Beta is the second letter of the Greek alphabet and has no particular first last relationship with Alpha. Gamma is the third Greek letter and is likewise unrelated to Omega in terms of end position. End is a general noun and does not mirror the precise ordinal label represented by First; the analogy uses specific labeled positions, so Last is a more appropriate match. Middle refers to the central part of something and cannot be the counterpart to First, which is an extreme. Therefore all these alternatives fail to parallel the Alpha Omega relationship properly. Common Pitfalls: A common error is to be distracted by the presence of Greek letters among the options and to think the answer must also be a Greek letter like Beta or Gamma. Others may choose End because they see Alpha and Omega as beginning and end, without considering the more direct mapping to ordinal terms. To avoid these mistakes, always express the relationship in general terms and then apply it carefully to the second pair. When the first pair expresses first and last, the cleanest solution for the second pair is to use First and Last as the matching extremes. Final Answer: In the analogy “Alpha is to Omega as First is to ?”, the correct completing word is Last.

Question 14

If the second half of the English alphabet (from N to Z) is written in reverse order while the first half remains the same, which letter will be fourth to the right of the twentieth letter from the right end in this new alphabet sequence?

Accepted Answer

Introduction / Context: This question modifies only the second half of the alphabet and then asks you to find a letter based on relative positions from the right and left. It is another example of letter ranking with a twist involving partial reversal. Such problems appear frequently in aptitude tests because they require careful tracking of how transformations affect positions. Solving them strengthens your grasp of ordered sequences and relative indexing. Given Data / Assumptions: We begin with the standard English alphabet A to Z. The first half, letters A to M, are kept in the original order. The second half, letters N to Z, are written in reverse order. This produces a new sequence of 26 letters. In this new arrangement, we must first identify the twentieth letter from the right end. After locating that letter, we then move four positions to the right of it and find the letter at that position. The final answer must be one of U, K, E, F or Q. Concept / Approach: First construct the modified alphabet explicitly. A to M remain A, B, C, D, E, F, G, H, I, J, K, L, M. The second half from N to Z is reversed, so the right half becomes Z, Y, X, W, V, U, T, S, R, Q, P, O, N. Join these to form the new sequence. To find the twentieth from the right, convert that right based index to a left based index using the formula 26 minus 20 plus 1. Once we know its left index, we can easily move four positions to the right by adding four and reading off the corresponding letter. Step-by-Step Solution: Write the first half as is: A B C D E F G H I J K L M. Reverse the second half N to Z to get: Z Y X W V U T S R Q P O N. Combine both halves to form the new sequence: A B C D E F G H I J K L M Z Y X W V U T S R Q P O N. To find the twentieth letter from the right, convert to a left index: 26 - 20 + 1 = 7. The 7th letter from the left in the new sequence is G, since we count A(1), B(2), C(3), D(4), E(5), F(6), G(7). Now move four positions to the right of G: 7 + 4 = 11. The 11th letter in the new sequence is K, as the first 13 letters remain the original A to M, making K the 11th letter. Verification / Alternative check: For verification, you can count directly from the right end of the new sequence. From the right, the letters are N(1), O(2), P(3), Q(4), R(5), S(6), T(7), U(8), V(9), W(10), X(11), Y(12), Z(13), M(14), L(15), K(16), J(17), I(18), H(19), G(20). So G is indeed the twentieth letter from the right. From this G, moving four positions to the right (towards A) in the left to right direction takes us through H(8), I(9), J(10) and K(11). Both the index conversion method and the direct counting confirm that K is the desired letter. This double check removes any doubt about miscounting. Why Other Options Are Wrong: U lies in the reversed second half and appears near the middle of that half, not at the computed index 11. E and F are 5th and 6th from the left respectively and therefore do not match the required position four steps to the right of the twentieth from the right. Q appears much later in the new sequence and does not satisfy the positional relationship. Only K appears at the correct index after performing both steps of the calculation (finding the twentieth from the right and then moving four to the right). Hence all other options must be rejected. Common Pitfalls: One common mistake is to reverse the entire alphabet instead of only the second half, which completely changes the positions. Another pitfall is to miscalculate the conversion from right based position to left based position, often forgetting to add one after subtracting from 26. Some candidates also accidentally shift in the wrong direction when asked to move to the right of a given position. To avoid these errors, clearly write the modified sequence, use the right to left index conversion formula carefully and recheck the direction in which you move along the sequence. Taking a moment to double count from the right is a simple but effective safeguard. Final Answer: In the described modified alphabet, the letter that is fourth to the right of the twentieth letter from the right end is K.

Question 15

In a telephone directory arranged in standard English alphabetical order, which of the following names — Mahinder, Mahender, Mahindra, Mahendra and Mohinder — will appear last in the list?

Accepted Answer

Introduction / Context: This question tests your understanding of how words are ordered in a telephone directory, which follows standard English alphabetical or dictionary order. In many competitive exams, questions on alphabetical order appear frequently because they check careful observation of each letter and how even a small change in spelling can affect ordering. Here, you must compare similar looking names that share the same starting letters and decide which one will be listed last when arranged alphabetically. Given Data / Assumptions: 1) The names given are Mahinder, Mahender, Mahindra, Mahendra and Mohinder.2) The directory uses standard English alphabetical order, exactly like a dictionary.3) Comparison is done from left to right, letter by letter.4) If initial letters are the same, the first position where they differ decides the order. Concept / Approach: In alphabetical order, you compare words letter by letter from the left. The first point where two words differ determines their relative position. If all letters up to a point are identical, the shorter word comes first. When deciding which name comes last, you effectively ask which spelling is alphabetically greatest among the options once you reach the first differing character. Since all names here begin with Ma or Mo, the difference between h and higher letters is crucial. Step-by-Step Solution: 1) Write each name clearly: Mahinder, Mahender, Mahindra, Mahendra, Mohinder.2) Compare the first two letters of all names. All begin with M, then a, so they are equal up to Ma.3) Look at the third letter. For Mahinder, Mahender, Mahindra and Mahendra, the third letter is h. For Mohinder, the third letter is o.4) In the alphabet, h comes before o, because h is the 8th letter and o is the 15th letter.5) When comparing Mah… versus Moh…, any word starting with Moh is alphabetically later than words starting with Mah.6) Therefore, among all five names, Mohinder will appear after all Mah… names in the directory.7) Hence, Mohinder is the last name in alphabetical order. Verification / Alternative check: Another reliable way is to list the names as they would appear in dictionary order: Mahender, Mahendra, Mahinder, Mahindra, Mohinder. You can refine the internal order of Mah… names by continuing letter by letter, but regardless of their internal order, every Mah… word still comes before Moh… because h is earlier than o in the alphabet. Observing this confirms that Mohinder will be at the end of the list. This cross check verifies that the conclusion is consistent with dictionary rules. Why Other Options Are Wrong: Mahinder, Mahendra and Mahindra all begin with Mah and therefore must appear before Mohinder, which begins with Moh.Mahender also begins with Mah, so it cannot go after a name beginning with Moh.None of these is incorrect because one of the listed names, Mohinder, clearly satisfies the condition of coming last. Common Pitfalls: Candidates sometimes compare only the first different vowel sound they hear, or they may get influenced by commonness of the name rather than strict alphabetic position. Some may incorrectly believe that Mahindra should come last because it has more letters, forgetting that word length decides order only when all earlier letters are identical. Others may try to compare based on the last few letters, but alphabetical order always starts comparison from the first letter and moves rightwards. Final Answer: The name that will appear last in a telephone directory arranged in standard English alphabetical order is Mohinder.

Question 16

From the word PAROCHIALISM, if you use the 3rd, 5th, 6th, 8th and 10th letters only once to form a meaningful English word, what will be the third letter of that word? If more than one such word can be formed, the answer should be Y, and if no such …

Accepted Answer

Introduction / Context: This question belongs to the alphabet test and word formation section of aptitude exams. The challenge is to pick specific letters from a longer word and see whether they can be rearranged into a meaningful English word. Once that word is identified, you must focus on a particular position, here the third letter, and choose the correct option. Such questions test vocabulary, pattern recognition and careful letter position tracking under time pressure. Given Data / Assumptions: 1) The base word is PAROCHIALISM.2) You must select the 3rd, 5th, 6th, 8th and 10th letters of this word.3) Each selected letter is used only once.4) If exactly one meaningful word can be formed, the answer is the third letter of that word.5) If more than one meaningful word exists, the answer is Y.6) If no meaningful word can be formed, the answer is G. Concept / Approach: The method involves first correctly identifying positions and letters, then mentally or systematically trying to form familiar words. Many reasoning test setters usually use common words. Once you suspect a candidate word, you verify whether it uses exactly the given letters and is spelled correctly. After fixing the word, you simply read off the required letter position. Knowledge of typical patterns, such as common endings and consonant vowel arrangements, speeds up this process. Step-by-Step Solution: 1) Write the word PAROCHIALISM and mark the letters with their positions from left to right.2) The letters are: 1 P, 2 A, 3 R, 4 O, 5 C, 6 H, 7 I, 8 A, 9 L, 10 I, 11 S, 12 M.3) Take the 3rd, 5th, 6th, 8th and 10th letters: R, C, H, A and I.4) Try to form a familiar English word using R, C, H, A and I. One obvious arrangement is C H A I R, that is CHAIR.5) CHAIR uses exactly these letters R, C, H, A and I, each once, and is a common English word.6) Check if there is any other simple, meaningful word with these exact letters; typical reasoning solutions accept CHAIR as the intended unique word.7) In the word CHAIR, the letters are numbered C (1), H (2), A (3), I (4), R (5). The third letter is A. Verification / Alternative check: You can confirm the answer by quickly trying other arrangements such as ARCHI, CHARI or RICHA. These are not standard English words in the exam context, while CHAIR is. Since CHAIR is the only widely accepted meaningful word using all the given letters once, the condition of a single valid word is satisfied. Therefore, by the problem rule, the answer must be the third letter of this word, which is A. Cross checking with vocabulary lists or past exam keys also shows CHAIR as the standard solution. Why Other Options Are Wrong: Y would be correct only if more than one meaningful word existed, which is not the case for standard reasoning exam conventions.G would be correct only if no meaningful word could be formed, but CHAIR is clearly meaningful.C is another letter from the set but is not the third letter of CHAIR.None of these is incorrect because A exactly matches the demanded position in the valid word. Common Pitfalls: Candidates sometimes misread positions and pick wrong letters, especially in larger words. Others stop at a partial arrangement like CHAR without noticing that a vowel is left unused, or they forget the requirement that every selected letter must be used exactly once. Some test takers overthink and assume there must be multiple words, leading them to select Y without checking carefully. Maintaining a systematic approach with a quick position list and structured trial of vowels and consonants helps avoid these mistakes. Final Answer: The only meaningful word formed is CHAIR, and the third letter of CHAIR is A.

Question 17

In the word GLORIFICATIONS, the 5th and 12th letters are interchanged, the 4th and 14th letters are interchanged, the 3rd and 10th letters are interchanged, the 2nd and 11th letters are interchanged, and the 1st and 13th letters are interchanged. Af…

Accepted Answer

Introduction / Context: This question checks your ability to follow multiple position interchanges and then determine a specific letter from one end of the resulting string. Such problems combine knowledge of indexing from left and right with careful tracking of swaps. Although it may look complex, a systematic method greatly simplifies the work. Understanding how to convert a “from the right” position into an equivalent position from the left is especially important for error free solutions in alphabet and arrangement based reasoning questions. Given Data / Assumptions: 1) Original word: GLORIFICATIONS.2) The length of GLORIFICATIONS is 14 letters.3) Pairs of positions to be interchanged are: (5, 12), (4, 14), (3, 10), (2, 11) and (1, 13).4) All interchanges are performed on the same word, resulting in one final arrangement.5) We must find the 12th letter from the right end of this final arrangement. Concept / Approach: The best approach is to write down the original positions and letters, then perform swaps carefully. Once you have the final ordering, you convert “12th from the right” into a “from the left” index, which is easier to read. For a string of length n, the k-th letter from the right is at position (n − k + 1) from the left. Here n is 14, so the 12th from the right is the 3rd from the left in the final string. With that simplification, you only need to track what ends up at the 3rd position after all interchanges. Step-by-Step Solution: 1) Write letters with positions: 1 G, 2 L, 3 O, 4 R, 5 I, 6 F, 7 I, 8 C, 9 A, 10 T, 11 I, 12 O, 13 N, 14 S.2) Apply swap (5, 12): positions 5 and 12 exchange letters, so I and O swap.3) Apply swap (4, 14): positions 4 and 14 exchange letters, so R and S swap.4) Apply swap (3, 10): positions 3 and 10 exchange letters, so O and T swap.5) Apply swap (2, 11): positions 2 and 11 exchange letters, so L and I swap.6) Apply swap (1, 13): positions 1 and 13 exchange letters, so G and N swap.7) After all swaps, the new arrangement becomes N I T S O F I C A O L I G R when written out stepwise, so the 3rd letter from the left is T. Verification / Alternative check: Instead of rewriting the entire final string, you can focus only on the position that matters. Because 12th from the right is the 3rd from the left, you only need to track which original position eventually occupies the 3rd position after all swaps. The 3rd position swaps with the 10th, and no further swap affects position 3 after that, so the letter at original position 10 ends up at position 3. Original position 10 holds T. Therefore, the 3rd letter from the left in the new arrangement is T, which matches the previously found result. Why Other Options Are Wrong: O and I are letters in the word but they do not end up at the 3rd position after the given series of interchanges.R is also present but is moved to a different position during swapping.None of these is incorrect because T is exactly the letter occupying the required position. Common Pitfalls: Many learners forget that all swaps are performed on the same evolving arrangement and mistakenly reapply swaps to the original word each time. Others miscalculate the conversion between “from the right” and “from the left,” using n − k instead of n − k + 1. Some candidates also accidentally swap letters more than once or lose track of intermediate states. Working slowly, marking each swap clearly and double checking the key position helps avoid these common mistakes. Final Answer: The 12th letter from the right end of the final arrangement is T.

Question 18

In the special mixed sequence N O P Q Y B Z A R S H I J K L M T U V G F E W X D C, a three letter code series is formed as NDP, QWB, ZFR and so on. Based on the same positional pattern in this given sequence, what will be the next three letter group…

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Introduction / Context: This question comes from alphabet sequence and pattern recognition, a common topic in aptitude tests. You are given a non standard sequence of letters and a derived pattern in the form of three letter groups such as NDP, QWB and ZFR. The task is to identify the underlying positional rule that links each letter of these groups to the master sequence and then extend the series to find the next group. Success in these problems depends on quickly finding steady jumps or arithmetic relationships between positions. Given Data / Assumptions: 1) The special sequence is: N O P Q Y B Z A R S H I J K L M T U V G F E W X D C.2) The three letter groups provided are NDP, QWB and ZFR.3) The groups are formed by selecting letters at certain positions in this sequence according to a fixed rule.4) We must determine the pattern and use it to find the next group after ZFR. Concept / Approach: The simplest approach is to number the letters of the special sequence from left to right and then mark the positions of N, D, P, Q, W, B, Z, F and R. Once the positions are known, you can look for numeric patterns, such as constant differences between positions of first letters, second letters and third letters across successive groups. When you discover a consistent jump pattern, you can add the same changes to the last known positions to get the positions of the next group and thus its letters. Step-by-Step Solution: 1) Number the sequence: 1 N, 2 O, 3 P, 4 Q, 5 Y, 6 B, 7 Z, 8 A, 9 R, 10 S, 11 H, 12 I, 13 J, 14 K, 15 L, 16 M, 17 T, 18 U, 19 V, 20 G, 21 F, 22 E, 23 W, 24 X, 25 D, 26 C.2) Find positions for each letter in NDP: N is at 1, D is at 25, P is at 3. So the positions are 1, 25 and 3.3) For QWB: Q is at 4, W is at 23, B is at 6. Positions are 4, 23 and 6.4) For ZFR: Z is at 7, F is at 21, R is at 9. Positions are 7, 21 and 9.5) Look at first letters positions: 1, 4, 7. The change is +3 each time, so the next first letter should be at position 10.6) Look at second letters positions: 25, 23, 21. The change is −2 each time, so the next second letter should be at position 19.7) Look at third letters positions: 3, 6, 9. The change is +3 each time, so the next third letter should be at position 12. Position 10 holds S, position 19 holds V and position 12 holds I. Hence, the next group is SVI. Verification / Alternative check: An additional check is to verify that there is no alternative pattern that fits as neatly. The arithmetic differences between positions of first, second and third letters are consistent across the three initial groups and lead naturally to the next positions 10, 19 and 12. When you map these positions back to letters in the special sequence, you get S, V and I respectively. Since no other systematic interpretation explains all three original groups as cleanly, this confirms that SVI is the correct continuation of the pattern. Why Other Options Are Wrong: AFS, IVS and SFA all use letters from the special sequence but do not correspond to the positions obtained by applying the +3, −2 and +3 jumps.They either break the consistent position differences or rearrange letters in a way that does not match the established pattern.None of these is incorrect because SVI exactly fits the positional rule derived from the earlier terms. Common Pitfalls: Candidates sometimes attempt to work with alphabetical positions (A as 1, B as 2, and so on) rather than positions within the given special sequence, which leads to completely different and incorrect jumps. Others forget that each of the three positions in a group may follow its own separate numeric pattern. A few test takers only look at the first letters and ignore the second and third letters, resulting in incomplete or wrong answers. Always treat each column of letters as its own mini sequence and confirm that a single consistent rule applies before deciding the next group. Final Answer: The next three letter group in the series based on the given special sequence is SVI.

Question 19

In the sentence “Your admission into this university will be dependent on the marks you score in the entrance examination”, which of the following options best corrects the underlined words so that the sentence becomes grammatically and idiomaticall…

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Introduction / Context: This question assesses your understanding of correct verb forms and idiomatic usage in English grammar. In particular, it focuses on how to express future dependence or condition using the appropriate auxiliary and base verb combination. Such questions commonly appear in banking, management and other competitive exams to test whether candidates can identify subtle errors in tense and structure that affect clarity and correctness in formal writing. Given Data / Assumptions: 1) The original sentence is: Your admission into this university will be dependent on the marks you score in the entrance examination.2) The phrase to be corrected is “will be dependent on”.3) The time reference is clearly future, because it refers to admission that will happen based on marks scored.4) Options provide alternative verb forms: is depending, will depend, depending and depends. Concept / Approach: Standard English prefers active constructions like “will depend on” instead of unnecessarily heavy passive style “will be dependent on” when the subject is non human or abstract. For expressing a future conditional relationship, the usual pattern is subject plus will plus base verb. Here, “admission” is a singular noun, but when combined with the modal auxiliary will, the main verb always takes its bare infinitive form depend. You should therefore search for the option that correctly expresses future dependence with will plus depend. Step-by-Step Solution: 1) Identify the tense and meaning: The sentence refers to a future event where admission depends on entrance examination marks.2) Recognise that “will be dependent on” is grammatically possible but unnecessarily wordy and less natural in exam style English, where concise active forms are preferred.3) The desired structure is subject plus will plus base verb, that is “admission will depend on the marks”.4) Check each option: “is depending” uses present progressive, which does not match the future conditional sense.5) “will depend” exactly matches the pattern will plus base verb and expresses the intended meaning clearly.6) “depending” alone is a participle and cannot serve as the main verb in this clause without an auxiliary.7) “depends” is simple present and would be correct only if we were making a general statement without explicit future reference; the sentence specifically uses will, so “will depend” is better aligned. Verification / Alternative check: Read the corrected sentence with each option to test for naturalness and correctness. With “will depend”, the revised sentence becomes: Your admission into this university will depend on the marks you score in the entrance examination. This version is smooth, concise and grammatically clean. When you try “is depending”, the sentence sounds awkward and suggests the dependence is happening right now, which is illogical. “Depending” on its own makes the clause incomplete, and “depends” clashes with the explicit future sense implied by “will”. Therefore, “will depend” stands out as the only fully appropriate correction. Why Other Options Are Wrong: “is depending” uses present continuous and does not correctly express a future condition.“depending” alone cannot function as the main verb of the clause and leaves the sentence grammatically incomplete.“depends” could be used in a general rule like “admission depends on marks,” but in the given future oriented sentence the modal will requires the base verb depend, not depends.None of these is incorrect because one of the options, will depend, already provides the standard grammatical form. Common Pitfalls: Many learners are tempted to use be plus dependent because it looks similar to constructions they have seen in formal writing. However, exam setters often prefer more direct wording. Another frequent mistake is ignoring the presence of a modal auxiliary like will when choosing the main verb form. Remember that after will, would, can, could, may, might and similar modals, the main verb should always appear in its base form. Keeping this rule in mind makes such correction questions much easier to handle. Final Answer: The grammatically and idiomatically correct correction is will depend.

Question 20

In standard English vocabulary, which of the following words is the correct antonym (opposite in meaning) of the word “DOLEFUL”, which means sad and sorrowful?

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Introduction / Context: This is a straightforward vocabulary question that tests your knowledge of antonyms. The word given is “doleful”, which appears commonly in exam level English. Knowing its meaning and emotional tone allows you to select a word with the opposite sense from the options provided. Questions on synonyms and antonyms are important because they measure the depth of a candidate vocabulary and their sensitivity to fine differences in meaning. Given Data / Assumptions: 1) The target word is DOLEFUL.2) Options are Lamentable, Dismal, Pitiful and Glad, plus an implicit possibility that none of them is correct.3) You must select the option that is opposite in meaning, not just unrelated or vaguely similar.4) Assume standard, widely accepted dictionary meanings of all words. Concept / Approach: First, be clear about the meaning of DOLEFUL. It refers to a state of sadness, sorrow or melancholy, often with a mournful tone. An antonym must therefore express a positive, cheerful or happy mood. After confirming that understanding, quickly scan the options and eliminate those that obviously share the same sad meaning as DOLEFUL. The remaining word, if any, that clearly expresses a happy or bright emotional state will be the correct antonym. Step-by-Step Solution: 1) Define DOLEFUL: it means full of grief or sorrow, sad, mournful or causing sadness.2) Look at option Lamentable. Lamentable describes something that is to be lamented, regrettable or very bad, which carries a negative and sad meaning.3) Examine Dismal. Dismal means gloomy, depressing or dreary, again strongly associated with sadness and hopelessness.4) Consider Pitiful. Pitiful describes something that arouses pity or compassion, often implying a sorry or miserable condition, which is still negative and close in tone to doleful.5) Now check Glad. Glad means happy, pleased, cheerful or delighted, which is clearly the emotional opposite of sad and doleful.6) Since we are looking for an antonym, Glad matches the requirement perfectly while the other options are near synonyms. Verification / Alternative check: A quick sanity check is to place DOLEFUL and each option into a simple sentence. For example, “She wore a doleful expression at the funeral” can be naturally contrasted with “She wore a glad expression at the celebration.” This contrast makes sense. On the other hand, replacing DOLEFUL with Lamentable, Dismal or Pitiful in contexts of sadness keeps the emotional tone similar rather than reversing it. Therefore, Glad is the only option that truly flips the sentiment from negative sadness to positive happiness, confirming it as the correct antonym. Why Other Options Are Wrong: Lamentable is similar to doleful in that both are used in sad or unfortunate situations.Dismal again conveys sadness, gloom and negativity, not the opposite feeling.Pitiful suggests something deserving pity, which aligns with sadness rather than happiness.None of these is incorrect because Glad already provides the exact opposite sense needed. Common Pitfalls: Many candidates confuse synonym and antonym questions when they read too fast or notice only that most options “feel” negative. They may wrongly assume a negative word must be the answer because the question sounds like a test of difficult meanings. Always re read whether the question asks for the same meaning or the opposite meaning. For antonyms, deliberately search for a word that flips the emotional or logical direction of the original. Building a habit of mentally pairing common words with their opposites, like happy sad, generous stingy or doleful glad, is very helpful. Final Answer: The correct antonym of DOLEFUL among the given options is Glad.

Alphabet Test Questions