From the given options, find the word which cannot be formed using the letters of the given word: INTELLIGENCE
- (a)CANCEL
- (b)NEGLECT
- (c)GENTLE
- (d)INCITE
Answer
Why
Correct — A.
Rule: count each letter of the given word, then check every option against the counts.
INTELLIGENCE has E ×3, I ×2, N ×2, L ×2, and one each of T, G and C.
CANCEL needs an A, which INTELLIGENCE does not have, and two C's where it has one.
So CANCEL cannot be formed → option (a).
Why the others are wrong
- (b)NEGLECT — NEGLECT needs two E's, and INTELLIGENCE has three. N, G, L, C and T are all available, so it can be formed.
- (c)GENTLE — GENTLE needs two E's, with three available, and one each of G, N, T and L, all in stock, so it can be formed.
- (d)INCITE — INCITE needs two I's, and INTELLIGENCE has exactly two. N, C, T and E are available too, so it can be formed.
Concept
Word formation is bookkeeping. List how many times each letter appears in the given word, then test each option against that list.
An option fails if it needs a letter not in the word at all, or needs a letter more times than the word has it. CANCEL fails both ways: no A, and one C short.
Key facts
- INTELLIGENCE has 12 letters: E ×3, I ×2, N ×2, L ×2, and one each of T, G, C.
- INTELLIGENCE contains no A.
- INTELLIGENCE has one C, and CANCEL needs two.
Study next
Common traps
- Checking only that each letter exists, and missing that CANCEL needs C twice
- Rejecting INCITE for its two I's, when INTELLIGENCE has exactly two
21 Sep 2025, 16:00, Reasoning Q.19 turns on a missing letter too: SITUATION cannot be formed from ADMINISTRATION, which has no U.
Related PYQs
No directly related past PYQ was found.