Question

integration of logx.x⁴

Answer 1

this may help u........

Answer 2

Answer:

Step-by-step explanation:

∫x^4logx dx

log x=t

x=e^t

dx=e^t dt

∫e^4t *t*e^t*dt

∫te^5t dt

t(e^5t /5)-(e^5t/25)

logx(e^5logx)/5-(e^5logx/25)

x^5logx/5-x^5/25