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JEE MATHEMATICS MCQ: PERMUTATIONS

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In an examination, the maximum marks for each of three papers is nn and that for fourth paper is 2n2 n. Then, the number of ways in which a candidate can get 3n3 n marks, is
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Correct option: B
16(n+1)(5n2+10n+6)\frac{1}{6}(n+1)\left(5 n^2+10 n+6\right)
Option B (16(n+1)(5n2+10n+6)\frac{{1}}{{6}}(n+1)\left(5 n^2+10 n+6\right)) is correct because it represents the number of ways a candidate can get 3n marks, considering the maximum marks for each paper.

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