If n is a positive integer, then
d((x^n)lnx)/dx =nx^(n-1) lnx+x^(n-1)
Question:
a) deduce that x^(n)lnx+C1 = (integral sign)nx^(n-1)lnx dx +x^(n)/n, where C1 is an arbitrary constant
b) using the result in(a), show that (integral sign)x^(6)lnx dx=(x^(7)lnx)/7 - x^(7)/49 + C, where C is an arbitrary constant
Please help, Thank you!!
F5 math m1 indefinite integral
2014-11-29 1:29 am
回答 (1)
2014-11-29 5:45 am
收錄日期: 2021-04-15 17:25:34
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