If , then equals
The general term in the expansion of
is
where
We have to find i.e. the coefficient of .
For the coefficient of , we must have
But,
and where .
Now,
For other values of, we get negative values of So, there is only one term containing and its coefficient is
Hence,
ALITER We have,
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lf the term independent of x in the expansion of is k, then 18k is equal to
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