the coefficient of x3z4 in the expansion of (x???3z2)5 is
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If we follow the binominal expansion then the terms will be taken up as
(x+y)^n = x^n + nc1 x^n-1y + ………… + y^n
nCk = n! / k! (n-k)!
for (x^3 z^4)
(x^ 3 z^4)^5 will fall
5C1 = 5! /1! (4!)
On opening it up you will get,
5 * 4! / 4!
Hence the answer will be 5
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