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give exactvalue if possible for sin(60+x)-cos(30+x)
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several ways to do this here is 1. well you need the sum expansions \[\sin(60 + x) - \cos(30 + x) = \sin(60)\cos(x) + \cos(60)\sin(x) - \cos(30)(\cos(x) + \sin(30)\sin(x)\] substitute the exact values for sin(60), cos(60) sin(30) and cos(30) then simplify hope this helps
i did and does the answer become zero?
I got sin(x)
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