Question 1

What is the next letter in the following alternating alphabetic sequence: N, O, M, P, L, Q, K, R, ?

Accepted Answer

Introduction / Context: Alphabet series questions test the ability to recognise patterns in the positions of letters. Often, the sequence involves adding and subtracting certain numbers in a repeating pattern. In this example, the letters N, O, M, P, L, Q, K, R are given and we must find the next letter. The pattern is not a simple forward movement; instead, it alternates between increasing and decreasing positions in a regular way. Given Data / Assumptions: - Given sequence: N, O, M, P, L, Q, K, R, ? - The letters correspond to positions in the alphabet: A=1, B=2, C=3, ..., Z=26. - We assume a consistent numeric pattern governs the movement from one letter to the next. - Our goal is to identify that pattern and use it to find the missing letter. Concept / Approach: The strategy is to convert each letter to its numerical position and then examine the differences between successive terms. If these differences follow a regular rule, we extrapolate that rule to predict the next term. In many reasoning questions, the series alternates between adding and subtracting numbers that follow a simple pattern, such as increasing odd numbers. Recognising that pattern leads directly to the answer. Step-by-Step Solution: Step 1: Write the alphabetical positions: N=14, O=15, M=13, P=16, L=12, Q=17, K=11, R=18. Step 2: Compute each difference: 14 to 15 is +1, 15 to 13 is −2, 13 to 16 is +3, 16 to 12 is −4, 12 to 17 is +5, 17 to 11 is −6, 11 to 18 is +7. Step 3: Note the pattern: the sign alternates (+, −, +, −, +, −, +) and the absolute values form an increasing sequence 1, 2, 3, 4, 5, 6, 7. Step 4: The next difference should therefore be −8 (continuing the +, − pattern and increasing the magnitude by 1). Step 5: Apply −8 to the last letter. R is position 18. Subtracting 8 gives 18 − 8 = 10. The 10th letter of the alphabet is J. So the missing letter is J. Verification / Alternative check: Recheck the series with the newly found term included: N(14), O(15), M(13), P(16), L(12), Q(17), K(11), R(18), J(10). Differences are +1, −2, +3, −4, +5, −6, +7, −8. The pattern of alternating signs and increasing absolute values holds perfectly. This confirms that the choice of J fits the consistent rule and is not random. Why Other Options Are Wrong: - "S" (19) would give a difference of +1 from R (18), breaking the established pattern. - "I" (9) would produce a difference of −9 from R, which does not follow the −8 required by the pattern. - "T" (20) would give +2 from R, again inconsistent with the expected −8 step. Therefore, none of these matches the regular alternation observed in the original sequence. Common Pitfalls: Learners may initially look only at the forward movements and miss the alternating plus and minus pattern. Some may try to guess the answer based on approximate positions instead of checking the numeric differences carefully. Writing down the actual alphabet positions and explicitly listing the differences is the safest approach. Once the alternating pattern is recognised, similar problems become much easier to solve accurately and quickly. Final Answer: The next letter in the sequence N, O, M, P, L, Q, K, R is J.

Question 2

Which one set of letters, when sequentially placed in the blanks of the following letter series, will correctly complete it: ___ utt ___ tt ___ ttu ___ ?

Accepted Answer

Introduction / Context: Letter series completion questions test a learner's ability to recognise repeating patterns and fill in missing segments. In this problem, a short sequence of letters involving t and u is given with four blanks. We must choose the one set of letters that, when inserted in order, produces a consistent and repeating pattern. Such questions reward careful observation and the ability to rewrite the sequence without getting confused by the blanks. Given Data / Assumptions: - Original incomplete series: ___ utt ___ tt ___ ttu ___ - There are four blanks, all to be filled by a single set of four letters in a fixed order. - All letters used in the options are t and u only. - The completed series should show a clear, regular repetition of some smaller pattern. Concept / Approach: A good method is to represent the full sequence with symbolic placeholders, insert each option in turn, and then see whether the final pattern is consistent. Because the visible fragments include "utt" multiple times, it is natural to suspect that the underlying full series might be a repeated block like "tutt" occurring several times. We therefore test each option to identify which one generates this neat repetition. Step-by-Step Solution: Step 1: Rewrite the incomplete series as a continuous string with blanks: _ u t t _ t t _ t t u _. Step 2: For option A (t t u t), substitute into the blanks to get: t u t t t t t u t t u t. This does not form a simple repeating pattern. Step 3: For option B (t u t t), substitution gives: t u t t u t t t t t u t. This again does not show a clear, repeated block structure. Step 4: For option C (t u u t), substitution yields: t u t t u t t u t t u t. Step 5: Grouping this result gives: tutt tutt tutt, a repeated block "tutt" three times. This is a very clean, regular pattern. Step 6: For completeness, test option D (t t t u). It produces: t u t t t t t t t t u u, which does not produce a simple repeating structure. Verification / Alternative check: Take the completed series from option C: t u t t t u t t t u t t. Split it into blocks of four letters: tutt, tutt, tutt. Each block is identical, confirming that the sequence is a simple repetition of "tutt". This strong regularity makes option C the clear and unique correct choice among the given sets. Why Other Options Are Wrong: - Option A produces mixed clusters without a clear repeating four letter pattern. - Option B gives an uneven arrangement where the distribution of u and t is not regular in blocks of equal size. - Option D leads to an arrangement with long strings of t's that do not break into equal repeating segments. Since series questions typically expect a neat, repeating micro pattern, these options do not fit the expected logical structure. Common Pitfalls: Many test takers try to work mentally and lose track of positions when substituting multiple blanks. It is far safer to write the entire sequence out, label positions, and then insert the option letters clearly. Another frequent error is to stop after testing only one or two options without checking fully for repetition. Systematically verifying each option prevents guesswork and improves confidence in the final choice. Final Answer: The set of letters that correctly completes the series is t u u t (option C).

Question 3

In the following spelling test on English vocabulary, which of the given options shows the correct spelling of the word meaning having skill and competence (skilled or expert)?

Accepted Answer

Introduction / Context: Spelling questions in aptitude and language tests assess command over standard English spelling and common word forms. The word here is related to "skill" and describes a person who is competent or expert at something. Many candidates confuse doubled consonants in such words. Recognising the standard accepted spelling is essential for clear written communication and exam accuracy. Given Data / Assumptions: - The root word is "skill". - The meaning required is "having skill" or "showing skill". - Several options introduce different patterns of doubled letters. - We must identify the spelling that is widely accepted in standard English usage. Concept / Approach: The adjective form of "skill" in standard modern English is "skillful" in American spelling and often "skilful" in British usage, both with a single l in the suffix "-ful". The pattern is to use the full root "skill" and then add the suffix "-ful", but the suffix itself contains only one l. Doubling the l again inside the suffix is not correct. Therefore, the correct form with the given capitalisation is "Skillful". Step-by-Step Solution: Step 1: Identify that the question tests the spelling of the adjective meaning "having skill". Step 2: Recall the base word "skill" and the common suffix "-ful", which typically has one l. Step 3: Combine them properly: skill + ful gives "skillful". Step 4: Check option C: "Skillful" matches this combination exactly, with two l's from "skill" and one l from "-ful" forming a single sequence of three l characters in total. Step 5: Compare with other options and confirm that each one has an additional or misplaced consonant. Verification / Alternative check: Standard dictionaries and style guides list "skillful" (or "skilful") as the correct adjective, both using only one l in the "-ful" suffix. The pattern matches other adjectives such as "hopeful", "careful", and "useful", where the suffix contributes one l. Options that modify this pattern by doubling letters within the suffix are therefore incorrect. Checking against known correct forms in reference materials supports the choice of "Skillful". Why Other Options Are Wrong: - "Skillfull" doubles the l inside the suffix, creating "-full", which is not the standard adjective form. - "Skillfful" repeats the letter f, which has no justification in the word formation. - "Skkillful" wrongly doubles the initial k, which is not part of the root spelling of "skill". Each of these variations violates usual spelling rules for the base word and the suffix. Common Pitfalls: A typical mistake is to assume that because the noun "skill" ends with a double l, the suffix "-ful" must also be written with two l's, resulting in an extra letter. Another pitfall is careless copying of letters when writing quickly, especially under exam pressure. Remembering that the suffix "-ful" has one l helps maintain correct spelling for a wide family of adjectives, not just this one word. Final Answer: The correctly spelled adjective meaning "having skill" is Skillful.

Question 4

If the following words are arranged alphabetically as in an English dictionary, which one of them will come first: Collotype, Colon, College, Collective?

Accepted Answer

Introduction / Context: Dictionary ordering questions check understanding of alphabetical order beyond the first few letters. When several words share the same initial sequence of letters, we must compare them character by character until a difference appears. This is exactly what happens with the words starting with "Collo" or "Colle". The task is to determine which word would appear first if we looked for them in a standard English dictionary. Given Data / Assumptions: - Words to compare: Collotype, Colon, College, Collective. - All words begin with the letters C O L. - Dictionary order is based on the alphabetical order of letters from left to right. - When letters match so far, we move to the next letter to break the tie. Concept / Approach: We use lexicographic comparison, the same principle underlying dictionary ordering. First compare the first letter of each word. If they are the same, move to the second letter, and so on. Whenever we find a position where two words differ, the word with the letter earlier in the alphabet at that position comes first. We continue this until the exact relative order is determined. Step-by-Step Solution: Step 1: Compare the first three letters of all words. Each begins with C (1st), O (2nd), L (3rd), so they remain tied. Step 2: Examine the fourth letter: all words again have L as the fourth letter, so the tie continues. Step 3: Examine the fifth letter: Collotype has O, Colon has O, College has E, Collective has E. Step 4: Between letter E and O, E comes before O in the alphabet. Therefore, any word with E at this position will precede those with O. Step 5: Now focus only on the words with E at the fifth position: College and Collective. Their common starting pattern is C O L L E. Step 6: Next letters: College has G as the sixth letter, while Collective has C as the sixth letter. Since C comes before G, Collective will come before College. Step 7: Therefore, among all four words, Collective is the first in dictionary order. Verification / Alternative check: List the words in approximate alphabetical order based on the reasoning above: Collective, College, Collotype, Colon. Check each adjacent pair: "Collective" vs "College" differs at the sixth letter C vs G, confirming Collective first. "College" vs "Collotype" differs at the fifth letter E vs O, confirming all E words appear before O words. This supports the conclusion that Collective must appear before every other option. Why Other Options Are Wrong: - "Collotype" and "Colon" have O at the key fifth position, placing them after words with E at that position. - "College" does have E at the fifth position but loses to Collective at the sixth position where G comes after C. Therefore, none of these can precede Collective in strict dictionary ordering. Common Pitfalls: Candidates often look only at the first few letters and assume that shorter or more familiar words like "Colon" will come first. Others may not carefully move character by character and miss the crucial position where words differ. Practising the technique of sequential comparison, and writing letters in columns if necessary, helps solve such problems accurately and quickly in exams. Final Answer: When arranged alphabetically as in a dictionary, the word that comes first is Collective.

Question 5

How many pairs of letters are there in the word SEQUENTIAL which have as many letters between them in the word as they have between them in the English alphabet?

Accepted Answer

Introduction / Context: Alphabet pair questions ask how many pairs of letters in a given word have the same spacing as in the standard alphabet. These problems are common in reasoning sections and test accuracy in counting and comparing positions. The word SEQUENTIAL must be examined for such pairs, which involves comparing both the positions of letters in the word and in the alphabet sequence from A to Z. Given Data / Assumptions: - Word given: SEQUENTIAL. - We consider all possible ordered pairs of letters in the word, from left to right. - For a valid pair, the number of letters between the two letters in the word must equal the number of letters between the same two letters in the alphabet. - Alphabet positions are taken as A=1, B=2, ..., Z=26. Concept / Approach: We first assign each letter in SEQUENTIAL an alphabet position (S, E, Q, U, E, N, T, I, A, L). Then, for every pair of positions (i, j) where i is less than j, we compute the difference j − i for the word indices and compare it with the absolute difference in their alphabet positions. Whenever these two differences match, we count one valid pair. This systematic comparison prevents missing any suitable combination. Step-by-Step Solution: Step 1: Map letters to alphabet positions: S=19, E=5, Q=17, U=21, E=5, N=14, T=20, I=9, A=1, L=12. Step 2: Label the word positions from left to right as 1 to 10. Step 3: Check pairs and find where the number of letters between them in the word equals the alphabet spacing. The valid pairs are: (S, Q): positions (1, 3) with 1 letter between them in the word and alphabet positions 19 and 17, which also have one letter between. (S, N): positions (1, 6) with 4 letters between in the word and alphabet positions 19 and 14, which also have four letters between. (Q, N): positions (3, 6) with 2 letters between in the word and alphabet positions 17 and 14, which also have two letters between. (E, A): positions (5, 9) with 3 letters between in the word and alphabet positions 5 and 1, which also have three letters between. Step 4: Count these valid pairs. There are four such pairs in total. Verification / Alternative check: To verify, list all other pairs quickly and confirm they do not satisfy the condition. For example, (E at position 2, N at position 6) has three letters between them in the word but alphabet positions 5 and 14 have more than three letters between them, so this pair is invalid. A systematic scan confirms that only the four pairs identified earlier satisfy the matched spacing requirement. Why Other Options Are Wrong: - "One" underestimates the number of valid pairs and ignores several correct combinations. - "Two" and "Three" similarly fail to recognise all valid pairs, indicating incomplete checking of the word. Careful counting shows exactly four such pairs, not fewer. Common Pitfalls: Students sometimes count pairs only from a quick scan or stop after finding a couple of matches. Others confuse "number of letters between" with index difference, forgetting that being three positions apart means two letters between them. Writing out both word indices and alphabet positions clearly and computing differences carefully is the best way to avoid off by one errors and ensure full coverage of all possibilities. Final Answer: There are Four such pairs of letters in the word SEQUENTIAL that satisfy the given condition.

Question 6

What is the next letter in the given alphabetic series M, N, J, Q, G, ?

Accepted Answer

Introduction / Context: This question presents a short alphabetic series and asks for the next letter. Such series often follow a pattern based on arithmetic progressions of alphabet positions, sometimes alternating between increases and decreases. Recognising the underlying numeric pattern is the key to solving these puzzles accurately and quickly. Given Data / Assumptions: - Series: M, N, J, Q, G, ? - Alphabet positions: A=1, B=2, ..., Z=26. - We assume a consistent numeric rule determines the jump from each term to the next. Concept / Approach: The strategy is to convert each letter to its numerical position and then examine the differences between successive terms. If a clear pattern emerges, we apply it to find the missing term. Often, such series alternate between adding and subtracting numbers with a regular change in magnitude. Observing that behaviour quickly leads to the solution. Step-by-Step Solution: Step 1: Convert letters to numbers: M=13, N=14, J=10, Q=17, G=7. Step 2: Calculate successive differences: from 13 to 14 is +1, from 14 to 10 is −4, from 10 to 17 is +7, from 17 to 7 is −10. Step 3: Observe the pattern in the absolute differences: 1, 4, 7, 10. They increase by 3 each time. Step 4: Also note that the signs alternate: +, −, +, −. Therefore, the next step should be +13 (continuing the pattern of adding 3 to the magnitude and reversing the sign). Step 5: Add 13 to the last value 7 (the position of G). This gives 7 + 13 = 20. Step 6: The 20th letter of the alphabet is T. Therefore, the next letter in the series is T. Verification / Alternative check: Extend the series with T and verify the pattern: positions become 13, 14, 10, 17, 7, 20. Differences are +1, −4, +7, −10, +13. The absolute differences remain 1, 4, 7, 10, 13, increasing by 3 each time, and the signs keep alternating. This confirms that T perfectly fits the established rule and that no other letter can satisfy the same pattern. Why Other Options Are Wrong: - "U" is 21, which would give a difference of +14 from 7, breaking the step size pattern. - "S" is 19, giving +12, which does not maintain the consistent increase by 3 in absolute difference. - "H" is 8, giving +1 from 7, which would reset the difference instead of continuing the series of growing gaps. None of these options preserves both the alternating sign and the increasing difference sequence. Common Pitfalls: Some learners focus only on the visible letters and attempt to guess based on approximate positions. Others may spot only the alternating sign but ignore that the absolute difference also grows in a regular way. Writing down the numeric positions and computing each difference explicitly helps reveal the pattern clearly. This disciplined approach is useful for many similar alphabet series questions in reasoning exams. Final Answer: The correct next letter in the series M, N, J, Q, G is T.

Question 7

Which of the following sentences contains both an adverb and a conjunction used correctly in standard English?

Accepted Answer

Introduction / Context: Grammar questions in aptitude tests often ask candidates to identify specific parts of speech within full sentences. This question requires recognising both an adverb, which modifies a verb, adjective, or another adverb, and a conjunction, which joins words, phrases, or clauses. Only one of the given sentences contains both elements together in a clear and standard construction. Given Data / Assumptions: - We must find a sentence that contains at least one adverb and at least one conjunction. - The conjunction should link different parts of the sentence (often clauses). - The adverb should meaningfully modify a verb (for example, describing how an action is done). - All sentences are grammatically plausible; we focus only on identifying parts of speech. Concept / Approach: Common coordinating conjunctions include "and", "but", "or", and "so". Adverbs often end in "-ly" (such as "slowly" or "silently"), though not always. We examine each sentence to see if it contains both a conjunction and a word functioning as an adverb. Mere presence of one of these is not enough; the sentence must have both. Step-by-Step Solution: Step 1: Consider option A: "Adam crept silently up the stairs, but could not slow his heartbeat." Step 2: Identify "silently" as an adverb because it describes how Adam crept, modifying the verb "crept". Step 3: Identify "but" as a coordinating conjunction joining two clauses: "Adam crept silently up the stairs" and "could not slow his heartbeat". Step 4: Therefore, option A clearly includes both an adverb and a conjunction. Step 5: Examine option B: "The storm caused flooding as predicted." The word "as" functions more like a subordinating conjunction, and there is no clear separate adverb modifying a verb; "predicted" serves as a participle, not an adverb. Step 6: Option C: "Sneha was a kind person, but she hated people who spread rumors." It has the conjunction "but", but does not clearly include any adverb. Step 7: Option D: "Do you want the shrimp or the crab?" includes the conjunction "or" but no adverb. Verification / Alternative check: To verify, underline the conjunction and adverb in each option. Only in sentence A do we find a typical adverb of manner ending with "-ly" ("silently") and a clear coordinating conjunction ("but") linking contrasting clauses. In the other sentences, we either have only a conjunction or no convincing adverb, confirming that A is the only sentence fulfilling both requirements simultaneously. Why Other Options Are Wrong: - Option B lacks a straightforward adverb; "predicted" is not functioning as an adverb of manner modifying a verb like "caused". - Option C has a conjunction "but" but does not contain any explicit adverb such as "kindly" or "strongly". - Option D uses "or" as a conjunction to link "the shrimp" and "the crab", but again, no adverb is present. Thus, these options do not meet the requirement of containing both parts of speech together. Common Pitfalls: Learners sometimes confuse adjectives and adverbs, especially when they modify different parts of a sentence. They may also assume that any connecting word is a conjunction, even if it is a preposition. Paying attention to what each word is modifying or joining clarifies whether it is an adverb or a conjunction. Remembering that adverbs often answer "how", "when", or "where" and that conjunctions connect clauses or items on a list helps in making the correct choice. Final Answer: The sentence that contains both an adverb and a conjunction is Adam crept silently up the stairs, but could not slow his heartbeat.

Question 8

The English alphabet is written as A B C D E F G H I J K L M N O P Q R S T U V W X Y Z. If the first half of the alphabet (A to M) is written in reverse order while the second half (N to Z) remains in normal order, which letter will be eighth to the…

Accepted Answer

Introduction / Context: This alphabet test question requires transforming the alphabet and then finding a letter based on positional instructions from the right and from the left. These problems test careful stepwise reasoning and counting skills. Here, the first half of the alphabet is reversed, and we must track a letter eight positions to the left of another letter defined from the right end of the new sequence. Given Data / Assumptions: - Original alphabet: A to Z in order. - First half (A to M) is reversed; second half (N to Z) remains unchanged. - The transformed sequence has 26 letters in total. - We must find the fourteenth letter from the right, and then move eight letters to the left of that position in the new sequence. Concept / Approach: The main steps are: construct the new alphabet sequence after reversal, then convert the right side position to a left side index, and finally count eight letters to the left. It is easier and less error prone to explicitly list the transformed sequence and to mark positions rather than trying to do all calculations mentally. Step-by-Step Solution: Step 1: Write the first half of the alphabet (A to M) and reverse it: A B C D E F G H I J K L M becomes M L K J I H G F E D C B A. Step 2: The second half (N to Z) is left as N O P Q R S T U V W X Y Z. Step 3: Combine both parts 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. Step 4: There are 26 letters in total. The fourteenth letter from the right is at position (26 − 14 + 1) = 13 from the left. Step 5: Count to the 13th letter from the left: 1 M, 2 L, 3 K, 4 J, 5 I, 6 H, 7 G, 8 F, 9 E, 10 D, 11 C, 12 B, 13 A. So the fourteenth from the right is A. Step 6: Now we need the eighth letter to the left of this position. Moving eight spaces left from position 13 gives position 5 (13 − 8 = 5). Step 7: The 5th letter in the new sequence is I. Therefore, the required letter is I. Verification / Alternative check: Recheck the counting: verify that positions 1 to 13 are M, L, K, J, I, H, G, F, E, D, C, B, A, and positions 14 onward begin with N. Confirm that the fourteenth from the right is indeed A by counting from the right side as well. Then confirm that position 5 holds I. Since this letter does not appear among the listed options A, B, C, only the generic option "None of these" can be correct. Why Other Options Are Wrong: - "E" corresponds to position 9 in the new sequence, not the required position 5. - "G" corresponds to position 7, which is three places to the right of the correct position. - "J" is at position 4, one place to the left of the correct letter I. None of these matches the calculated eighth letter to the left of the fourteenth from the right. Common Pitfalls: Students often miscalculate the conversion from a right side position to a left side index or make off by one errors while counting. Another typical mistake is to assume the answer must be one of the specific letters listed and to ignore the possibility that "None of these" can be correct. Writing out the full transformed sequence and carefully counting positions from both sides helps to avoid such errors and confirms the need for the generic option. Final Answer: The required letter is I, which is not one of the named choices, so the correct response is None of these.

Question 9

Find the two letters in the word EXTRA which have as many letters between them in the word as they have between them in the English alphabet. If these two letters are arranged in alphabetical order, which letter will come second?

Accepted Answer

Introduction / Context: This question is another example of alphabet pair reasoning. It asks us to compare letter spacing within a word with spacing in the alphabet. After identifying a valid pair, we must arrange those two letters alphabetically and state which one comes second. Such problems improve attention to detail and systematic checking of combinations. Given Data / Assumptions: - Word: EXTRA. - We consider all unordered pairs of letters taken in the order they appear in the word. - For a valid pair, the number of letters between them in the word equals the number of letters between them in the alphabet. - Once the pair is found, we arrange the two letters in alphabetical order and report the second one. Concept / Approach: We label each letter with its position in the word and its alphabet position. For each pair (i, j), we compute j − i (letters between positions) and the absolute difference between the alphabet positions of the corresponding letters. If these match, the pair satisfies the condition. There will typically be only one such pair in a short word like EXTRA. Step-by-Step Solution: Step 1: Write the word with indices: 1 E, 2 X, 3 T, 4 R, 5 A. Step 2: Assign alphabet positions: E=5, X=24, T=20, R=18, A=1. Step 3: Check pair (E, A) at indices (1, 5). There are 3 letters (X, T, R) between them in the word (5 − 1 − 1 = 3). In the alphabet, positions 5 and 1 have letters B, C, D between them, which are also 3 letters. So this pair satisfies the condition. Step 4: Quickly confirm that other pairs, such as (E, X) or (X, T), do not match both word and alphabet spacing. Step 5: Now arrange the letters of the valid pair E and A alphabetically: A, E. Step 6: The second letter in this alphabetical order is E. Verification / Alternative check: After selecting the pair (E, A), double check at least one other pair to ensure uniqueness. For example, (X, T) at positions (2, 3) have 0 letters between them in the word but their alphabet positions 24 and 20 have three letters between (U, V, W), so they do not satisfy the condition. This confirms that (E, A) is a special pair and validates the choice. Once that is secure, the alphabetical ordering A, E is straightforward. Why Other Options Are Wrong: - "X" and "R" are part of other pairs but none of those pairs satisfy the spacing condition. - "A" is the first letter when the pair A and E is arranged alphabetically, not the second. Only "E" appears as the second letter after arranging the correct pair in alphabetical order. Common Pitfalls: Some candidates lose count of letters between positions or confuse index difference with the number of letters in between. Others may find a pair that looks close but does not exactly match the alphabet spacing. Writing the word clearly, labelling indices, and listing the alphabet positions of letters prevents miscalculation and helps ensure that the only valid pair is chosen. Final Answer: The correct pair is A and E, and the second letter when arranged alphabetically is E.

Question 10

In the word VITREOUS, all the consonants are first arranged alphabetically and then all the vowels are arranged alphabetically after them. In this new arrangement, which letter will be second to the right of the fourth letter from the left?

Accepted Answer

Introduction / Context: This problem combines letter classification (vowels and consonants) with alphabetical ordering and positional reasoning. The word VITREOUS must be rearranged by first ordering its consonants alphabetically, followed by all its vowels also in alphabetical order. After creating this new word, we must locate a letter defined by its relative position from the left and then from the right of that position. Given Data / Assumptions: - Word: VITREOUS. - Consonants: V, T, R, S. - Vowels: I, E, O, U. - New arrangement rule: all consonants in alphabetical order first, then all vowels in alphabetical order. - We must find the letter that is second to the right of the fourth letter from the left in this new arrangement. Concept / Approach: The solution involves three clear stages: separating consonants and vowels, sorting each group alphabetically, and concatenating them to form the new word. Once that is done, we identify the fourth letter from the left and count two positions to the right to find the desired letter. Careful indexing ensures that we do not miscount positions in the new sequence. Step-by-Step Solution: Step 1: List consonants and vowels: consonants are V, T, R, S; vowels are I, E, O, U. Step 2: Arrange consonants alphabetically: R, S, T, V. Step 3: Arrange vowels alphabetically: E, I, O, U. Step 4: Form the new word by placing consonants first and vowels after them: R S T V E I O U. Step 5: Label positions from the left: 1 R, 2 S, 3 T, 4 V, 5 E, 6 I, 7 O, 8 U. Step 6: The fourth letter from the left is V at position 4. Step 7: Second to the right of this letter means move two places to the right, from position 4 to position 6. Step 8: The letter at position 6 is I. Therefore, the required letter is I. Verification / Alternative check: To verify, confirm that no consonant or vowel has been omitted or misclassified. The original word VITREOUS clearly contains four consonants and four vowels, making the reconstructed 8 letter sequence consistent. Recount positions from the left to ensure that the fourth letter is V and that positions five and six are E and I. This double check confirms that I is indeed two steps to the right of V in the final arrangement. Why Other Options Are Wrong: - "S" is the second letter from the left and not second to the right of the fourth letter. - "T" is the third letter from the left and lies to the left, not to the right, of V. - "E" is at position 5, only one place to the right of V, not two places. None of these alternatives satisfies the positional requirement relative to the fourth letter from the left. Common Pitfalls: Mistakes often arise from mixing up consonants and vowels, or from sorting them incorrectly. Another common error is counting only one position to the right when the question asks for the second to the right. Writing all steps clearly and marking positions avoids these issues. Practising similar classification and rearrangement problems builds confidence in handling more complex alphabet arrangements in reasoning exams. Final Answer: In the new arrangement of VITREOUS, the letter that is second to the right of the fourth letter from the left is I.

Question 11

How many letters A are there in the following sequence which are immediately followed by B and also immediately preceded by Z: A M B Z A N A A B Z A B A Z B A P Z A B A Z A B?

Accepted Answer

Introduction / Context: This question is a typical example of pattern counting in a sequence of letters. We must focus on occurrences of a specific letter, A, that satisfy two simultaneous conditions: each such A must be immediately preceded by Z and immediately followed by B. Such questions test not only counting skills but also attention to local patterns around each target letter. Given Data / Assumptions: - Sequence: A M B Z A N A A B Z A B A Z B A P Z A B A Z A B. - We look only at the letter A in this sequence. - For a qualifying A, the letter just before it must be Z, and the letter just after it must be B. - Positions at the very beginning or end that cannot have both neighbours do not qualify. Concept / Approach: The strategy is to scan through the sequence from left to right, identify each position where the letter is A, and then check the letters immediately before and after that position. If both conditions (preceded by Z and followed by B) are satisfied, we count that A. Writing the sequence with indices helps avoid miscounting, especially when similar patterns appear several times. Step-by-Step Solution: Step 1: Write the sequence with positions: 1 A, 2 M, 3 B, 4 Z, 5 A, 6 N, 7 A, 8 A, 9 B, 10 Z, 11 A, 12 B, 13 A, 14 Z, 15 B, 16 A, 17 P, 18 Z, 19 A, 20 B, 21 A, 22 Z, 23 A, 24 B. Step 2: Inspect each A position and check its neighbours: - Position 1: A has no letter before it, so it cannot qualify. - Position 5: preceded by Z (position 4) and followed by N (position 6). The next letter is not B, so this A does not qualify. - Position 7: preceded by N and followed by A; the left neighbour is not Z, so this A does not qualify. - Position 8: preceded by A and followed by B; again, the left neighbour is not Z. - Position 11: preceded by Z (position 10) and followed by B (position 12). This A qualifies. - Position 13: preceded by B and followed by Z; the right neighbour is not B, so this A does not qualify. - Position 16: preceded by B and followed by P; neither neighbour pattern matches Z and B together. - Position 19: preceded by Z (position 18) and followed by B (position 20). This A qualifies. - Position 21: preceded by B and followed by Z; the right neighbour is not B. - Position 23: preceded by Z (position 22) and followed by B (position 24). This A qualifies. Step 3: Count all qualifying A positions: 11, 19, and 23. There are three in total. Verification / Alternative check: Another quick method is to scan for the pattern Z A B directly in the sequence and count how many times it appears. Observing the sequence, we find Z A B at positions (10, 11, 12), (18, 19, 20), and (22, 23, 24). Each occurrence corresponds to one A that is preceded by Z and followed by B. Since there are exactly three such triples, this confirms the earlier count of three qualifying A letters. Why Other Options Are Wrong: - "Two" and "One" underestimate the number of A letters that satisfy both conditions and result from incomplete scanning. - "More than three" would require finding a fourth Z A B pattern, which does not exist in the given sequence. Careful inspection shows that exactly three A letters meet the criteria. Common Pitfalls: Candidates sometimes forget that both conditions must be met simultaneously and count A letters that have either Z before or B after, but not both. Another common error is overlapping patterns: one can mistakenly double count or misalign Z A B triples. The safest approach is to write indices, carefully check neighbours around each A, or search for Z A B sequences directly in a systematic way. Final Answer: There are Three A letters in the sequence that are immediately preceded by Z and immediately followed by B.

Question 12

In English vocabulary, which of the following words means "that which cannot be corrected" or describes a person or habit that cannot be reformed?

Accepted Answer

Introduction / Context: Vocabulary questions in competitive exams often test subtle differences between similar looking words. The phrase "that which cannot be corrected" is frequently expressed in English by a specific adjective used for deeply rooted habits or character traits that no amount of punishment or correction can change. Selecting the correct word requires understanding the precise meanings of all the given options, many of which may appear similar or share prefixes like "il" and "in". Given Data / Assumptions: - We are looking for a word meaning "that which cannot be corrected" or "not capable of being reformed". - Four options are given: Incorrigible, Illegible, Illegal, Indelible. - Each of these words is a legitimate English word but they differ in meaning. Concept / Approach: The key word is "corrected". In the context of a person or behaviour, "correct" means to reform or improve habits. The adjective "incorrigible" comes from this root and means a person whose habits cannot be corrected or reformed, often used for persistent offenders or stubborn behaviour. The other words relate to different ideas such as not being able to read handwriting, breaking the law, or marks that cannot be erased. Understanding each word's definition allows us to choose accurately. Step-by-Step Solution: Step 1: Consider "Incorrigible". It literally means incapable of being corrected or reformed, especially regarding behaviour or moral habits. Step 2: Consider "Illegible". This means that handwriting or text cannot be read, often due to poor writing or faint ink. It is related to reading, not moral correction. Step 3: Consider "Illegal". This means contrary to law, forbidden by law, or not legal. It does not carry the idea of being uncorrectable; rather it refers to legality. Step 4: Consider "Indelible". This means a mark or impression that cannot be erased or removed, such as indelible ink or an indelible memory. Step 5: Compare all meanings with the phrase "that which cannot be corrected". Only "incorrigible" directly matches this sense, especially for people or their habits. Verification / Alternative check: Check usage examples. One may say "an incorrigible liar" or "incorrigible criminal" to describe someone whose behaviour cannot be improved by punishment. In contrast, one would say "illegible handwriting" for writing that cannot be read, "illegal activities" for actions forbidden by law, and "indelible ink" for ink that cannot be removed from paper. Only "incorrigible" involves the idea of correction of conduct or character. Why Other Options Are Wrong: - "Illegible" relates to reading, not to correcting behaviour; it refers to writing that cannot be read clearly. - "Illegal" refers to a violation of law, not to something beyond correction. - "Indelible" refers to marks or impressions that cannot be erased, often on surfaces or in memory, and is closer to "permanent" than to "uncorrectable" behaviour. Therefore, these do not match the target definition in the question. Common Pitfalls: Students may confuse "incorrigible" with "indelible" because both carry a sense of permanence. However, "indelible" focuses on physical or emotional marks, whereas "incorrigible" focuses on moral or behavioural traits. The similar looking prefixes "il" and "in" can also mislead learners into thinking that any negatively prefixed word might fit. Understanding the base words "correct", "legible", "legal", and "delete" helps avoid this confusion and leads to the correct choice. Final Answer: The correct word meaning "that which cannot be corrected" is Incorrigible.

Question 13

In basic English vocabulary, which everyday household feature is an opening in a wall that is usually fitted with a frame and glass panes and allows fresh air and natural light to enter a room?

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Introduction / Context: This question tests basic English vocabulary related to common household features and simple reasoning about the primary function of different parts of a building. The focus is on identifying which word correctly describes an opening in a wall that lets in natural light and fresh air, and that is normally fitted with a frame and glass panes. Given Data / Assumptions: We use the following information and assumptions: An opening in a wall is being described. The opening allows air and light to enter a room. The options list common parts of a house or building. We assume standard meanings of the words Ceiling, Door, Window, Roof, and Vent as used in general English. Concept / Approach: The approach is to recall the standard definitions of each option and to check which feature matches the description of an opening in a wall that is mainly meant for air and light. A window is typically a framed opening in a wall fitted with glass, which allows light and sometimes air. A door is primarily for entry and exit, a ceiling and a roof are overhead structures, and a vent is a small opening mainly for air circulation rather than for light. Step-by-Step Solution: Step 1: Note that the question mentions an opening in a wall, not in the roof or ceiling. Step 2: Recall that a window is a framed opening in a wall, usually filled with glass panes, that lets natural light and air into a room. Step 3: Recognise that a door is also an opening but its primary purpose is movement of people, not specifically light and air. Step 4: Reject ceiling, roof, and vent because these are mainly overhead or small air outlets and not the main glazed opening in a wall. Verification / Alternative check: We can verify our choice by checking a standard definition of a window. A window is usually described as an opening in the wall or roof of a building, fitted with glass in a frame, to admit light and air and to allow people to see out. This matches the description in the question exactly. None of the other options correspond to this definition as their primary role. Why Other Options Are Wrong: Ceiling: The ceiling is the interior upper surface of a room, not an opening and not usually used for light and air directly. Door: A door is an opening used mostly for entry and exit. Although it can allow light and air when open, that is not its main defining feature. Roof: The roof covers the top of a building and protects it from weather. It is not an opening in a wall. Vent: A vent can allow air to pass, but it is usually a small opening, often not for light and not the main opening in a wall with glass panes. Common Pitfalls: Some learners may quickly choose Door because it is also an opening. However, the question stresses the purpose of letting in air and light, which more accurately points to a window. Another pitfall is overthinking and confusing a vent with a window, but a vent is not typically a large glazed opening in a wall. Final Answer: The household feature that is an opening in a wall for air and light is a Window.

Question 14

In reading comprehension and writing skills, which of the following terms refers to a specific type of supporting detail that provides precise evidence for an idea?

Accepted Answer

Introduction / Context: This question checks your understanding of basic reading and writing terminology. In particular, it focuses on types of supporting details that writers use to back up claims in essays, articles, and speeches. Strong readers need to recognise details like facts, statistics, examples, and descriptions in order to understand and evaluate a text. Given Data / Assumptions: We have four main answer choices plus one extra option: Chronology refers to time order or sequence of events. Prose refers to ordinary written or spoken language that is not poetry. Style refers to the distinctive way a writer uses language. Statistic refers to numerical data or quantified information. Theme refers to a central idea or message in a text. We assume a typical school level context for reading and writing instruction. Concept / Approach: In reading instruction, types of details include examples, facts, statistics, definitions, descriptions, and quotations. A type of detail is usually something that functions as evidence. Among the options, the one that naturally describes a specific kind of evidence is statistic, because statistics are numbers and data used to support a point. Chronology, prose, style, and theme describe structures or qualities of writing but are not themselves single types of detail used as evidence. Step-by-Step Solution: Step 1: Identify what the question means by type of detail. It refers to a form of evidence used to support an argument or idea. Step 2: Check each option and ask whether it names a concrete kind of evidence. Step 3: Recognise that a statistic is a piece of numerical information, such as a percentage or a measured amount, often used to support a claim. Step 4: Confirm that chronology, prose, style, and theme relate to organisation, form, or overall meaning, not specific pieces of evidence. Verification / Alternative check: A quick cross check is to imagine a paragraph in a persuasive article. A writer may say that ninety percent of students prefer online notes. That number is a statistic and functions as a detailed piece of evidence. In contrast, the writer may use a chronological structure or a certain style, but those are frameworks and qualities rather than single pieces of detail. So statistic clearly fits the concept of a type of supporting detail. Why Other Options Are Wrong: Chronology: This is an arrangement of events in time order, not itself a one piece detail like a fact or example. Prose: This is the general form of written language and does not name a specific detail type. Style: This is the way an author uses words and sentences. It is a quality, not a unit of evidence. Theme: This is the central idea or message of a text, not a single detail used to prove something. Common Pitfalls: A common mistake is to confuse general literary terms with specific detail types. Learners sometimes think style or theme might count as details, but they are actually higher level concepts. To avoid this, remember that details are small pieces, while style and theme are larger patterns and meanings. Final Answer: The term that names a type of specific supporting detail is statistic.

Question 15

In the alphabetic series PBA, QCB, RDC, SED, which group of three letters should come next in order to continue the pattern correctly?

Accepted Answer

Introduction / Context: This is an alphabet series question that appears in many aptitude and reasoning tests. The goal is to identify the pattern that connects successive groups of letters and then extend that pattern to find the missing term. These problems train observation, pattern recognition, and systematic thinking about positions of letters in the English alphabet. Given Data / Assumptions: We are given a sequence of three letter groups: PBA QCB RDC SED We need to determine the next group of three letters. We use standard English alphabet positions, where A is 1, B is 2, and so on up to Z which is 26. Concept / Approach: The usual approach is to separate each term into first, second, and third letters and then analyse how each position changes from term to term. Very often in such series, each position follows its own incremental pattern. By calculating the progression for each position independently, we can derive the next letters logically instead of guessing. Step-by-Step Solution: Step 1: Write the first letters of each term: P, Q, R, S. Step 2: Observe that P, Q, R, S are consecutive letters. So the next first letter after S is T. Step 3: Write the second letters of each term: B, C, D, E. These are also consecutive letters. So the next second letter after E is F. Step 4: Write the third letters of each term: A, B, C, D. These again form a consecutive series. So the next third letter after D is E. Step 5: Combine the three next letters to form the missing group: T, F, and E, which gives TFE. Verification / Alternative check: We can verify our observation by re checking each position. The first position moves P, Q, R, S, T. The second moves B, C, D, E, F. The third moves A, B, C, D, E. In all three positions the pattern is consistent and strictly increasing by one letter each time, so TFE is the only term that preserves the structure of the sequence. Why Other Options Are Wrong: TFD: The third letter D does not continue the third letter pattern A, B, C, D, E. TGE: The second letter G breaks the B, C, D, E, F sequence, and the third letter E is only partly correct. RST: None of the letters in this option follow the individual positional patterns found in the original sequence. None of these: This is incorrect because we have already identified TFE as a valid continuation of the pattern. Common Pitfalls: A frequent mistake is to focus only on one letter position or to look for a more complex pattern than necessary. Another error is to treat the three letters together as one unit without analysing each position separately. In many reasoning questions, a clean solution appears once you split the pattern by positions. Final Answer: The next group of letters in the series is TFE.

Question 16

In the letter series A, E, J, N, S, W, which single English alphabet letter should appear next in the sequence to maintain the underlying pattern?

Accepted Answer

Introduction / Context: This question tests your ability to recognise numeric patterns hidden inside a sequence of letters. Many reasoning examinations convert letter sequences into their numerical positions in the alphabet and then apply simple arithmetic progressions or alternating patterns. The challenge is to decode that hidden number pattern and extend it correctly. Given Data / Assumptions: We have the letter series: A, E, J, N, S, W, ? We assume standard positions: A is 1, B is 2, up to Z which is 26. We need to find the next letter after W that continues the pattern. Concept / Approach: The key idea is to convert each letter to its position number and look at the differences between consecutive terms. Many series use alternating increments, such as plus four then plus five. Once the difference pattern is identified, we can apply it again to the last term to get the next value and then convert back to a letter, remembering that the alphabet may wrap around from Z to A if needed. Step-by-Step Solution: Step 1: Convert letters to positions: A is 1, E is 5, J is 10, N is 14, S is 19, W is 23. Step 2: Calculate differences between consecutive terms: 5 minus 1 is 4, 10 minus 5 is 5, 14 minus 10 is 4, 19 minus 14 is 5, 23 minus 19 is 4. Step 3: Observe that the pattern of increments is +4, +5, +4, +5, +4, an alternating sequence of plus four and plus five. Step 4: To follow the same pattern, the next increment after +4 should again be +5. So we add 5 to the last position 23: 23 plus 5 gives 28. Step 5: Since the alphabet has only 26 letters, we wrap around by subtracting 26 from 28. That gives 2, and the letter with position 2 is B. Verification / Alternative check: We can write the full position sequence with the next term included: 1, 5, 10, 14, 19, 23, 28 which wraps to 2. The differences are 4, 5, 4, 5, 4, 5 which confirms the alternating pattern. Converting back to letters gives A, E, J, N, S, W, B. This matches the observed rule, so B is consistent and unique as the correct continuation. Why Other Options Are Wrong: Z: Position 26 does not follow from 23 by adding either 4 or 5. A: Position 1 would require moving backward by 22 or forward by 4 in a wrap pattern that does not match the alternating rule we discovered. C: Position 3 does not follow from 23 using the +5 after +4 scheme without breaking the wrap logic. None of these: This is wrong because B clearly fits the systematic pattern. Common Pitfalls: Some learners may forget to convert letters into numbers and instead guess visually. Others may not notice the alternating increment pattern or may forget to wrap the count beyond Z back to the start of the alphabet. Always check differences carefully and remember that cyclic behaviour is common in letter series questions. Final Answer: The correct next letter in the series is B.

Question 17

In the word PRESENTMENT, how many distinct pairs of letters have the same number of letters between them in the word as they have between them in the English alphabet?

Accepted Answer

Introduction / Context: This question checks your skill in working with positional relationships between letters. You need to compare spacing between letters inside a word with spacing between the same letters in the English alphabet. These problems are common in alphabet test sections of reasoning exams and help develop accurate counting skills and attention to detail. Given Data / Assumptions: We are given the word PRESENTMENT. We must look for pairs of letters in this word that satisfy a specific condition: The number of letters between them in the word is equal to the number of letters between them in the alphabet. We assume positions of letters in the alphabet from A as 1 to Z as 26. Concept / Approach: For any pair of letters, there are two distances to compare. Distance in the word is the count of letters between the two positions in that word. Distance in the alphabet is the count of letters between the two letters in the normal alphabet sequence. We need pairs where these two distances are equal. The simplest method is systematic scanning: write down indices of each letter in the word and then test possible pairs. Step-by-Step Solution: Step 1: Write the word with index numbers: P(1), R(2), E(3), S(4), E(5), N(6), T(7), M(8), E(9), N(10), T(11). Step 2: For each reasonable pair, compute letters between them in the word as index difference minus one. Step 3: For the pair P and S: positions in the word 1 and 4 give 2 letters between (positions 2 and 3). In the alphabet, P is 16 and S is 19, so there are also 2 letters between them (Q and R). This pair satisfies the condition. Step 4: For the pair R and N: positions in the word 2 and 6 give 3 letters between them (positions 3, 4, and 5). In the alphabet, R is 18 and N is 14, so there are 3 letters between them in order N, O, P, Q, R, and the letters strictly between are O, P, Q which are three letters. Thus this pair also satisfies the condition. Step 5: Check other pairs and confirm that no additional pair matches both counts. Only P S and R N satisfy the rule. Verification / Alternative check: A quick verification strategy is to list every candidate pair and write two distances side by side: in word and in alphabet. When this is done carefully, only two pairs show equal distances. Therefore the correct count is two. This matches the pairwise analysis above, which gives confidence in the answer. Why Other Options Are Wrong: Nil: This would mean no such pairs exist, which is incorrect because P S and R N clearly satisfy the condition. One: This undercounts and ignores at least one valid pair. Three or more than three: These options overcount and suggest extra pairs that do not actually have matching distances in both contexts. Common Pitfalls: Learners often miscount letters between positions in the word by including the end letters or by confusing positions with counts. Another common mistake is to treat the difference in alphabet positions directly as the count of letters between, without subtracting one. To avoid this, remember that if two letters are adjacent in the alphabet, then the number of letters between them is zero. Final Answer: The number of such pairs in PRESENTMENT is Two.

Question 18

From the word BEHIND, how many different meaningful English words can be formed by using some or all of its letters without changing their original order and without reusing any letter?

Accepted Answer

Introduction / Context: This problem belongs to the alphabet and word test section. The task is to find how many meaningful English words can be formed as continuous segments from a given word, while keeping the letters in the same order as in the original word. Such questions build vocabulary awareness and strengthen the ability to visually scan letter sequences for hidden words. Given Data / Assumptions: The base word is BEHIND. We must use letters in the same order as they appear in BEHIND. We cannot rearrange letters and we cannot reuse any letter position more than once inside a single word. We are looking for meaningful English words that appear as continuous letter segments within BEHIND. Concept / Approach: The strategy is to check all possible continuous segments of the word BEHIND and see which ones are standard English words. We consider two letter segments, three letter segments, and also the entire word. Because the order cannot change, we do not consider anagrams like BIN made by rearranging letters. Only segments that read left to right exactly as in BEHIND count. Step-by-Step Solution: Step 1: List the letters with indices: B(1), E(2), H(3), I(4), N(5), D(6). Step 2: Check two letter segments in order: BE, EH, HI, IN, ND. Among these, BE and IN are simple meaningful English words. Step 3: Check three or more letter segments: BEH, BEHI, BEHIN, BEHIND, EHI, EHIN, EHIND, HIN, HIND, etc. Among these, BEHIND as a whole is a common English word. Step 4: Summarise the meaningful continuous words found: BE, IN, and BEHIND. There are three such words. Verification / Alternative check: We can confirm the count by scanning again and ensuring no segment has been missed. For instance, we might double check combinations like HID or HEN, but these do not appear as continuous segments in the same order inside BEHIND. HID would require H, I, D in order, but the letters are H(3), I(4), D(6) with N in between and the segment HID is not continuous. Thus only BE, IN, and BEHIND meet all conditions. Why Other Options Are Wrong: 4 and more than four: These would require extra continuous segments that form valid words, but careful checking shows only three such segments. 2: This would be correct if we counted only BE and IN and ignored BEHIND, but the full word is clearly a meaningful English word and must be included. 1: This seriously underestimates the number of valid segments. Common Pitfalls: A common error is to treat any anagram using the letters as valid, but the question specifically restricts us from changing the order. Another mistake is to forget that segments must be continuous. Skipping letters or using non continuous combinations leads to incorrect extra words and overcounting. Final Answer: The total number of such meaningful words from BEHIND is 3.

Question 19

From the letters in the word PROCRASTINATED, you select the second, seventh, ninth, tenth, and thirteenth letters to form words. Based on the given coding rule, which code should be chosen according to the number of meaningful English words that can…

Accepted Answer

Introduction / Context: This problem combines letter position identification and vocabulary. It uses a common reasoning exam format where specific letters from a longer word are selected and then rearranged to form meaningful English words. You must then encode the result using a rule that depends on how many distinct words can be formed. Given Data / Assumptions: Base word: PROCRASTINATED. We select letters from positions 2, 7, 9, 10, and 13 of this word. If no meaningful word can be formed, the answer is coded as X. If two or three meaningful words can be formed, the answer is coded as Y. If more than three meaningful words can be formed, the answer is coded as Z. We assume standard English vocabulary and that letters can be rearranged to form different words. Concept / Approach: The first step is to identify the selected letters precisely. The second step is to list all common English words that can be formed using exactly those letters. Because the letters can be rearranged, we are dealing with anagrams. After counting the distinct meaningful words, we choose the correct code (X, Y, or Z) using the rules stated in the question. Step-by-Step Solution: Step 1: Write PROCRASTINATED with positions: P(1), R(2), O(3), C(4), R(5), A(6), S(7), T(8), I(9), N(10), A(11), T(12), E(13), D(14). Step 2: Extract letters at positions 2, 7, 9, 10, and 13: R, S, I, N, E. Step 3: Rearrange these letters to see which meaningful English words can be formed. Common words include RISEN, RESIN, RINSE, and REINS. All of these use exactly the letters R, S, I, N, E. Step 4: We already have at least four meaningful words, which means the count is more than three. Step 5: According to the given rule, more than three meaningful words correspond to the code Z. Verification / Alternative check: We can cross check by making sure each candidate word uses all and only the selected letters. RISEN uses R, I, S, E, N. RESIN uses R, E, S, I, N. RINSE uses R, I, N, S, E. REINS uses R, E, I, N, S. No extra letters are involved and there are no repeated letters beyond the available set. This confirms that there are indeed more than three valid words, so Z is the appropriate code. Why Other Options Are Wrong: S: This option does not match any defined rule in the question for encoding the count of words. Y: Y would be correct only if two or three meaningful words could be formed, but we have more than three. X: X is used when no meaningful word can be formed, which is clearly not the case here. Cannot be determined: The count is determinable by careful analysis, so this option is not valid. Common Pitfalls: A frequent mistake is to stop after finding only one or two words, for example after RESIN and RINSE, and then incorrectly choose Y. Another pitfall is ignoring less common but still valid words like REINS or RISEN. To avoid such errors, it is important to systematically check permutations or recall common anagram sets from vocabulary practice. Final Answer: Since more than three meaningful words can be formed, the correct code is Z.

Question 20

In the word CONTEXTUAL, the first letter is swapped with the sixth, the second with the seventh, the third with the eighth, the fourth with the ninth, and the fifth with the tenth. After this rearrangement, which letter will be fourth from the right…

Accepted Answer

Introduction / Context: This problem is an example of a letter position and swapping puzzle. Aptitude tests often include such questions to check how accurately you can track positions during multiple interchanges. The challenge is to apply the swaps carefully and then count from the required side to identify the final letter at a specified position. Given Data / Assumptions: Original word: CONTEXTUAL. Length of the word: ten letters. Swaps to be made: First letter with sixth letter. Second letter with seventh letter. Third letter with eighth letter. Fourth letter with ninth letter. Fifth letter with tenth letter. We must find the letter that becomes fourth from the right in the new arrangement. Concept / Approach: The best approach is to write the word with indices, perform each specified swap step by step, and write down the resulting sequence. Once we have the final sequence, we then count from the right side to identify the required position. Accuracy in mapping indices is crucial, so a neat layout is strongly recommended when solving on paper. Step-by-Step Solution: Step 1: Write the letters with their positions: C(1), O(2), N(3), T(4), E(5), X(6), T(7), U(8), A(9), L(10). Step 2: Swap positions 1 and 6: C and X are exchanged, giving X, O, N, T, E, C, T, U, A, L. Step 3: Swap positions 2 and 7: O and T are exchanged, giving X, T, N, T, E, C, O, U, A, L. Step 4: Swap positions 3 and 8: N and U are exchanged, giving X, T, U, T, E, C, O, N, A, L. Step 5: Swap positions 4 and 9: T and A are exchanged, giving X, T, U, A, E, C, O, N, T, L. Step 6: Swap positions 5 and 10: E and L are exchanged, giving the final word X, T, U, A, L, C, O, N, T, E. Verification / Alternative check: The final arrangement after all swaps is XTUALCONTE. To find the fourth letter from the right, count from the rightmost letter. The letters from right to left are E (1), T (2), N (3), O (4), C (5), L (6), A (7), U (8), T (9), X (10). The fourth from the right is O. Recounting confirms that O is indeed fourth from the right, so the result is consistent. Why Other Options Are Wrong: N: This letter is third from the right, not fourth. T: T occurs in the final word, but it is not at the fourth position from the right. E: E is first from the right, so it does not satisfy the condition. C: C is fifth from the right, not fourth. Common Pitfalls: Students often misapply swaps by changing letters instead of positions or by executing swaps in the wrong order. Another common mistake is counting from the left when the question clearly asks for a position from the right. Writing the letters carefully with indices and performing swaps one by one greatly reduces these errors. Final Answer: The letter that is fourth from the right after the described swaps is O.

Alphabet Test Questions