Find ‘a’ if the coefficients of x2 and x3 in the expansion of (3+)9 are equal
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Step-by-step explanation:
In the expansion of (a+b)n the (r+1)th term is
Tr+1=nCran−rbr
General term in (3+ax)9 is
Tr+1=9Cr39−r(ax)r=9Cr39−rarxr
Given that coefficient of x2=co-efficient of x3
⇒9C239−2a2=9C339−3a3
⇒a=9C339−39C239−2
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