the expansion of (m+3/2) (m+1/2) is
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(1+a1x+a2x2+...)(1−p1x+p2x2+...)
Hence coefficient of x will be
=−p1+a1
=−nC1+mC1
=m−n
=3 ...(i)
Coefficient of x2 will be
=p2−a1p1+a2
=nC2−nC1nC2+mC2
=2n(n−1)−mn+2m(m−1)
=−6
Hence
n2−n−2mn+m
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