What is int cscx dx∫cscxdx?

1 Answer
James
May 19, 2018

int cscx *dx=-ln|(cscx+cotx)|+c∫cscx⋅dx=−ln|(cscx+cotx)|+c

Explanation:

show below

int cscx *dx=intcscx[(cscx+cotx)/(cscx+cotx)]*dx∫cscx⋅dx=∫cscx[cscx+cotxcscx+cotx]⋅dx

=-int-[(csc^2x+cotx*cscx)/(cscx+cotx)]=-ln|(cscx+cotx)|+c=−∫−[csc2x+cotx⋅cscxcscx+cotx]=−ln|(cscx+cotx)|+c

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