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Having a question would help me help you.
\[\sin^2 20 + \cos^2 20\]
Lol sorry i was typing it ;D
Look up the Pythagorean theorem
Find the exact value of each expression.
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Come on someone... What is Sin^2 + Cos^2 ?
i know it is 1
Okay, so what is Sin^2(20)+Cos^2(20)?
but i'm confused now :/
\[\sin ^2 x + \cos^{1} x = 1\] So here, since the angle (20) is the same, it is 1.
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\[\sin^2x+\cos^2x=1\]
And we don't care what x is
\(\sin^2 \theta + \cos^2 \theta = 1\) for any value of \(\theta\) so it is 1.
yeah i know it is one, so we just use that identity @Mertsj ?
Yeah
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Yes
Yep
oh okaii, i was confused :) thnx :D
Okay.. let's explain this in a better way. |dw:1367460502485:dw| Sin^2(le bear) + Cos^2(le bear) = 1
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