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Integral Calculus
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1/{sin x(2+cos x)}
={1+tan^2(x/2)}{1+tan^2(x/2)}/{2tan(x/2)/1+tan^2(x/2)}{2+2tan^2(x/2)+1-tan^2(x/2)}
take tan(x/2)=t that implies {sec^2(x/2)}/{2}dx=dt
=(1+t^2)dt/(t)(3+t^2)
now use partial fraction to get the answer.i got it.
try to get it.even though your answer does not match with that given in the book.don't wory as there can be more than one answer for same question.
all the best for your exams.
please reply me.
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