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Trigonometry
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how do I prove cos (x+y)= cosxcosy - sinx siny
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There's, of course, a geometrical method to do this. Do you have anything else in your mind? Complex numbers? Derivatives?
can you give the answer of proving the identity using the geometrical method??/
I don't want to draw the picture again, so here it is: http://2000clicks.com/mathhelp/CosOfSumEqualsProductOfCosMinusProductOfSin1.gif
\[\cos(x+y) = AP/AD\]\[\cos(x) = AB/AC\]\[\cos(y) = AC/AD\]\[\sin(x) = BC/AC\]\[\sin(y) = CD/AD\]
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