Which word cannot be formed from the letters of the word ADMINISTRATION using each letter only once?
- (a)SITUATION
- (b)TRADITION
- (c)RATION
- (d)STRAIN
Answer
Why
Correct — A.
Rule: every letter the option needs must be in the given word, as many times as it is needed.
ADMINISTRATION holds A 2, D 1, M 1, I 3, N 2, S 1, T 2, R 1, O 1.
SITUATION needs a U, and ADMINISTRATION has no U.
So SITUATION cannot be formed → option (a).
Why the others are wrong
- (b)TRADITION — TRADITION needs two Ts and two Is, plus R, A, D, O, N. ADMINISTRATION has two Ts and three Is, so every letter is covered.
- (c)RATION — RATION uses R, A, T, I, O, N once each, and every one of them is in ADMINISTRATION.
- (d)STRAIN — STRAIN uses S, T, R, A, I, N once each, and every one of them is in ADMINISTRATION.
Concept
A word-formation item checks two things for each option: every letter must be in the given word, and no letter may be used more often than the given word has it.
Test for a missing letter first, because it is quicker than counting. Here U is absent from ADMINISTRATION, which settles SITUATION before any count.
Apart from the U, SITUATION's letters would fit: it needs two Ts and two Is, and the given word has two Ts and three Is. The U alone rules it out.
Key facts
- ADMINISTRATION has 14 letters: A 2, D 1, M 1, I 3, N 2, S 1, T 2, R 1, O 1.
- A word fails if it needs a letter the given word lacks, or needs a letter more often than it appears.
- SITUATION needs a U, which ADMINISTRATION lacks.
Study next
Common traps
- Checking only whether each letter appears, not how many times: TRADITION needs two Ts and two Is.
- Scanning a long word by eye and missing that it has no U.
12 Sep 2025, 16:00, Reasoning Q.9 asks the same of INTELLIGENCE and keys CANCEL: INTELLIGENCE has no A, and one C against CANCEL's two.
Related PYQs
No directly related past PYQ was found.