If(1+x)^15=sigma r=0-15CrX^r, Then sigma r=2-15(r-1)Cr
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nCrnCr−1=n−r+1Cr⇒15Cr15Cr−1=16−rrnCrnCr−1=n−r+1Cr⇒15Cr15Cr−1=16−rr
∴∑r=115r2∴∑r=115r2(16−rr)=(16−rr)=∑r=115∑r=115 (16r−r2)(16r−r2)
=16×15×162−15×16×316=16×15×162−15×16×316
=680
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