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how to integrate sec^3 x + e^sinx /sec x dx
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anyone can help me???
for the second term use u=sinx the first one requires integration by parts
for the first term\[u=\sec x\]\[dv=\sec^2xdx\]and for the second term\[t=\sin x\]
tq Turing Test.. i will trt to get the answer;))
welcome :)
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i'm still confuse to get the answer.. anyone can help me with solutions
we don't just give final answers here where are you stuck?
why u said t=sin x???
\[t=\sin x\]\[dt=\cos x dx\implies dx=\sec xdt\]substitute in for t and dx and you get the second term as\[\int e^tdt\]
ok2;) i try first
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tq;)
how to answer integrate 2x^3+x^2-21x+24 / x^2+2x-8 dx ??
please post this question separately thanks and welcome to Open Study :)
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