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Exact Value: cos(π/12)
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I've started heading in the direction of cos(180/12) but I am not sure what is the best way to break this down.
cos(180/12) = cos(15)
ya u can do in this way
\[\cos15=\cos(45-30)=\cos45\cos30+\sin45\sin30\]
Okay I see what you did
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Difference Identity Formula for cos
\[=(1/\sqrt{2})(\sqrt{3}/2)+(1/\sqrt{2})(1/2)\]
\[(\sqrt{3}/2\sqrt{2})+(1/2\sqrt{2})\]
\[(\sqrt{3}+1)/2\sqrt{2}\]
@shamim we don't just give out answers. We teach and guide the student to the correct answer.
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ok
did u get my solution
@calculusfunctions I wasn't even paying attention after I knew which formula to use lol
I got:
thanks a lot
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\[\frac{ √(2+√3) }{ 2 }\]
(No offense intended @shamim )
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