1.

If I_(n) = int(logx)^(n) dx then prove that I_(n) = x(logx)^(n) - nI_(n-1) and hence evaluate int(log x)^(4) dx

Answer»


ANSWER :`x[LOGX)^(4)-4(logx)^(3)+12(logx)^(2)-24logx+24]+c`


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