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Length of 5 rectangles J, K, L, M and N is compared. Length of no two rectangles is same. Length of K is less than only three rectangles. Length of no rectangle is less than M. Length of L is not more than N but more than J. Length of how many rectangles is less than L?

This question was previously asked in
SSC CHSL 2025 Tier 1 Question Paper (21-Nov-2025) (Shift 1)
The correct answer is

3

Five rectangles J, K, L, M and N have all different lengths; we must arrange them by length.

"Length of K is less than only three rectangles" means exactly three rectangles are longer than K, so K is the 2nd shortest.

"Length of no rectangle is less than M" means M is the shortest of all.

"Length of L is not more than N but more than J" gives J < L < N (no two are equal).

Placing the smallest first: M (shortest), then K, and the remaining three in the order J, L, N.

So the full order from shortest to longest is M < K < J < L < N.

Rectangles shorter than L are M, K and J, that is three rectangles.

Hence the number of rectangles with length less than L is 3.

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