Menu Close

csc-4-x-cot-2-x-dx-




Question Number 136971 by Eric002 last updated on 28/Mar/21
∫csc^4 (x) cot^2 (x) dx
csc4(x)cot2(x)dx
Answered by Ñï= last updated on 28/Mar/21
∫csc^4 xcot^2 xdx=−∫(1+cot^2 x)cot^2 xd(cot x)  =−(1/3)cot^3  x−(1/5)cot^5 x+C
csc4xcot2xdx=(1+cot2x)cot2xd(cotx)=13cot3x15cot5x+C

Leave a Reply

Your email address will not be published. Required fields are marked *