Question

Find the circle that does not include a word using all its letters.

• A. A
• B. B
• C. C
• D. D

Hint:

Rearrange the six letters of each circle. Three circles spell an ordinary English word; look closely at which circle repeats a letter in a way that blocks any word from forming.

Answer 1

The Correct Option is A

Each circle scatters six letters around its border. The question asks which circle's letters cannot be rearranged into one real English word using every letter exactly once.

1. Circle B (A, T, S, N, C, Y): these six letters rearrange into SCANTY, a real word meaning barely enough. This circle does contain a valid word.
2. Circle C (T, A, S, E, N, C): these six letters rearrange into ASCENT, a real word meaning a climb upward. This circle does contain a valid word.
3. Circle D (T, A, S, E, C, H): these six letters rearrange into CHASTE, a real word meaning pure or restrained. This circle does contain a valid word.
4. Circle A (A, R, A, S, C, B): these six letters include the letter A twice, alongside R, S, C, and B. Dropping one of the repeated A's gives CRABS, a real word, but that only uses five of the six letters. No six-letter English word can be built from A, A, B, C, R, and S together, so this circle does not contain a valid word.

Since circles B, C, and D each hide a genuine English word, SCANTY, ASCENT, and CHASTE, while circle A does not, circle A is the one that fails the test.

Let's summarize:

• SCANTY, ASCENT, and CHASTE are all valid six-letter anagrams found in circles B, C, and D.
• Circle A repeats the letter A, which blocks any six-letter word from forming.

The correct choice is circle A.