Which term is independent of x in the expansion of
?
To find: the term independent of x in the expansion of
?
Formula Used:
A general term, Tr+1 of binomial expansion
is given by,
Tr+1
nCr xn-r yr where
nCr![]()
Now, finding the general term of the expression,
, we get
Tr+1
9Cr![]()
Tr+1
9Cr![]()
Tr+1
9Cr![]()
For finding the term which is independent of x,
9-3r=0
r=3
Thus, the term which would be independent of x is T4
Thus, the term independent of x in the expansion of
is T4 i.e 4th term
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