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Consider the expression (a + b)n. According to the Binomial Theorem, the kth term in the expanded form of this expression (where k≤ n) is ; A) C(n, k)*xkyn-k B) C(n, k-1)*xkyn-k C) C(n-1, k)*xkyn-k D) C(n-1, k-1)*xkyn-k
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The kth term (with 1 ≤ k ≤ n) should be \[C(n,k-1)x^{k-1}y^{n-k+1}\] But this answer is not in the multiple choices.
Notice that this is for the expansion of (x+y)n. For (a+b)n you would have: \[C(n,k-1)a^{k-1}b^{n-k+1}\]
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