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show that sec^2 x/2 = 2/ 1+cos x
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\[\cos2\theta=cos^2\theta-sin^2\theta\] Use this..
ok i will try.thanks anyway :)
the last part i got stuck in 4/ 1+cos 2x.
\[cos2\theta = 2cos^2\theta - 1 \] \[cos2\theta + 1 = 2cos^2\theta\] \[\frac{1}{sec\theta}=cos\theta\]
Now you'll get it for sure (y) :)...
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yeah i got it :) thanks dude.
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