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Trig help.. Simplify: (sin Θ − cos Θ)2 + (sin Θ + cos Θ)2 1 2 sin2 Θ cos2 Θ
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Where it says "2" they are raised to the power
\[ (\sin Θ − \cos Θ)^2 + (\sin Θ + \cos Θ)^2\]\[ \sin^2 Θ −2\sinΘ\cosΘ+ \cos^2 Θ+ (\sin Θ + \cos Θ)^2\]\[ \sin^2 Θ + \cos^2 Θ−2\sinΘ\cosΘ+ (\sin Θ + \cos Θ)^2 \]\[1−2\sinΘ\cosΘ+ (\sin Θ + \cos Θ)^2 \]\[1−2\sinΘ\cosΘ+ \sin ^2Θ +2\sinΘ\cosΘ+ \cos ^2Θ\]\[1−2\sinΘ\cosΘ+2\sinΘ\cosΘ+ \sin ^2Θ + \cos ^2Θ\]\[1−2\sinΘ\cosΘ+2\sinΘ\cosΘ+ 1\]\[2\]
hope this helps.
short and clear.
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perhaps... tnx
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