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a
2nCn
b
2nCnx2n
c
2nCn1x2n
d
None of these
answer is A.
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Detailed Solution
Given expansion (x2+1x2)2n is Here, the index is 2n , an even number, therefore, there is only one middle term Namely (2n2+1)th i.e. (n+1)th term. We know that rth term in the expansion of (x+a)n isTr+1=nCr xn−r ar ∴ Middle term Tn+1= 2nCn (x2)2n−n (1x2)n=Tn+1=2nCn (x)2n (x−2)n Tn+1=2nCn