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cos75 = (√6+√2)/4 ... correct?
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false
cos75 = cos45+30 = cos45cos30 - sin45sin30.....
(sqrt(3)-1)/(2 sqrt(2))
\[(\sqrt{3}-1)\div(2\sqrt{2})\]
? i've got cos45 = √ 2/2 , cos30=√ 3/2, sin45 = √ 2/2, sin30=1/2
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diogo has it
if you rationalize denminator you get \[\frac{\sqrt{6}-\sqrt{2}}{4}\]
.... confused, √ 2/2 * √ 3/2 = √ 6/4 , and 1/2 * √ 2/2 = √ 2/4, so ...... AH, the symbol is minus, but the numbers are correct, right?
so my post should read: "cos75 = (√6-√2)/4 .... correct?"
yes
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cos75=cos(45+30) =cos45cos30-sin45sin30 =(1/2^.5)(3^.5/2)-(1/2^.5)1/2 (3^.5-1)/2*2^.5 false
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