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Need help for trigo.. fan and medal given! Show that [2(cos x)^2 - 1] (sec x)^2 = 2 - (sec x)^2
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ok first u need to know this basic indentity \[secx=\frac{ 1 }{ cosx }\]
\[(2\cos ^{2}x-1)\sec ^{2}x = 2-\sec ^{2}x\]
are u familiar with this?
i know that
ya o.o
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ok so just multiply
i did..
=.=
\[(2\cos^2x-1)\sec^2x=2\cos^2x.\sec^2x-\sec^2x\] right?
oh ok i got it
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thanks ! :)
yw!!!
fanned and medaled ! :D thank yew!
happy to help ya :)
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