Question
Evaluate the integral
Int 7x ln(5x) dx
Int 7x ln(5x) dx
Answers
it should help to know that integral (x lnx) = 1/4 x^2 (2lnx - 1)
Related Questions
how do you evaluate integral of [lxl] from (0,2) , a step function.
would you just do it as if it...
Evaluate the integral using method of integration by parts:
(integral sign)(e^(2x))sin(5x)dx
How do I evaluate this integral: x^9cos(x^5)dx
Hint: First make a substitution and then use inte...
Evaluate the integral: sin^2(5x)cos^2(5x)dx
how do i evaluate the integral of secxdx
how do i evaluate the integral of dx/ x^2 +9
how to i evaluate the integral of
dx/ (x^2 +9) with a u substitution of x/3?
Can someone show thi...
Evaluate the integral of (((ln(x))^7)/x)dx
evaluate the integral using integration by parts
7xe^-x
Evaluate this integral
(1+2m)^2
----------------- dm
√m