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JEE MATHEMATICS MCQ: PERMUTATIONS

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Analyzing +4 | -1
If n>1n>1, then
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Correct option: C
(2n)!(n!)2>4n2n+1\frac{(2 n) !}{(n !)^2}>\frac{4 n}{2 n+1}
Option C ((2n)!(n!)2>4n2n+1\frac{{(2n)!}}{{(n!)^2}} > \frac{{4n}}{{2n+1}}) is correct because substituting n=2 into the expression confirms the inequality.

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