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Integration evaluation
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\[\int\limits_{?}^{?} \frac{ 1 }{ \cos(x-a) \cos(x-b) }\]
you know what is cos A cos B formula ? apply it here
ok lets try.
cos (A+B)+cos (A-B)
half of that
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note while doing A_B, the x will cancel out
hey, how about multiplying both numerator and denominator by sin(a-b) and then convert it into sin { (x-a) - (x-b) }
sorry by sin (b-a)
that might work, let me try...my method is a bi lengthy one
yes, thats simplifies nicely
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ok, let me complete it..
@hartnn
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