Q.15) Integrate with respect to x
of
1 + cos 2x
Answers
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Answer:
x+(sin2x/2)
Step-by-step explanation:
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∫x1+cos2xdx
∫x1+2cos2x−1dx
12∫xcos2xdx
12∫xsec2xdx
12(x∫sec2xdx−∫ddx(x)∫sec2xdxdx)
12(xtanx−∫tanxdx+C1)
12(xtanx+ln|cosx|+C2)
xtanx2+lncosx−−−−√+C3
∫x1+cos2xdx=xtanx2+lncosx−−−−√+C
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