cos² 45° – sin² 15º =
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Step-by-step explanation:
Cos²45°-Sin²15=(1/√2)²-(√3-1)²/(2√2)²
=1/2-(3-2√3+1)/8
=1/2-(2-2√3)/8
=1/2-[2(1-√3)]/8
=1/2-(1-√3)/4
=2-1-√3/4
1-√3/4
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