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Question Number 190937 by Spillover last updated on 14/Apr/23
Showthat∫sechxtanhxx=−2coshx
Answered by ARUNG_Brandon_MBU last updated on 15/Apr/23
I=∫(sechx)(tanhx)xdx=∫sinhxxcosh2xdxt=coshx⇒dt=sinhx2xdxI=∫2t2dt=−2t+C=−2coshx+C
Commented by Spillover last updated on 15/Apr/23
great
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