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use the product to sum formulas to write the product as a sum or difference 10 cos 75° cos 15°
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its basically 5cos(75 + 15) + 5 cos(75 - 15) the terms 5sin75sin15 -5sin75sin15 = 0 will appear
thanks!
but where did you get the 5 from?
its the coefficient of cos(75 + 15) so 5cos(75 + 15) = 5(cos(75)cos(15) - sin(75)sin(15)) = 5cos(75)(cos(15) - 5sin(75)sin(15) hope that helps
I got it. haha It came from the two that was divided into the problem
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