Discussion
Home ‣ Verbal Reasoning ‣ Statement and Argument See What Others Are Saying!
- Question
- Statement
Should non-vegetarian food be totally banned in our country?
Arguments
I. Yes, it is expensive and therefore, it is beyond the means of most people in our Country.
II. No, nothing should be banned in a democratic Country like ours.
Options- A. if only Argument I is strong
- B. if only Argument II is strong
- C. if either I nor II is strong
- D. if neither I nor II is strong
- Correct Answer
- if only Argument II is strong
ExplanationRestriction on the diet of people will deny them their basic human right. So, only Argument II holds strong.
- 1. ba__cb__b__bab
Options- A. .acbb
- B. .bacc
- C. .bcaa
- D. .cabb Discuss
- 2. Find the odd one out:
Options- A. Rabbit
- B. rat
- C. mongoose
- D. Squirrel Discuss
- 3. NA
Options- A. Basket
- B. Barrel
- C. Bag
- D. Barrow Discuss
- 4. NA
Options- A. B-F
- B. J-N
- C. M-Q
- D. T-U Discuss
- 5. 10 : 91 :: 9 :?
Options- A. 69
- B. 72
- C. 9
- D. 97 Discuss
- 6. 63 : 21 :: 27 :?
Options- A. 6
- B. 9
- C. 1
- D. 3 Discuss
- 7. Who sits between G and D?
Options- A. H
- B. D
- C. F
- D. E Discuss
- 8. Find the odd one out:
Options- A. 49
- B. 36
- C. 65
- D. 100 Discuss
- 9. NA
Options- A. Ring
- B. Tyre
- C. Plate
- D. Bangle Discuss
- 10. NA
Options- A. Huge
- B. Tiny
- C. Heavy
- D. Small Discuss
More questions
Correct Answer: .bacc
Explanation:
the pattern is ... babc
Correct Answer:
Explanation:
All are rodents or rat family, except cat.
Correct Answer: Barrow
Explanation:
Barrow' is man-driven cart whereas others are usual.
Correct Answer: T-U
Explanation:
Except option (d), all letters in pairs having difference of four.
Correct Answer: 72
Explanation:
The relationship is x : (x2 - 9).
Correct Answer: 9
Explanation:
63/3 = 21
27/3 = 9
Correct Answer: F
Explanation:
F
Correct Answer: 65
Explanation:
Except option (c) rest all are perfect squares.
Correct Answer: Plate
Explanation:
Except, `Plate', all two in number.
Correct Answer: Heavy
Explanation:
All other terms are used to denote the size.
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