(1-tan^2(45°-A))/(1+tan^2(45°-A))=sin2A
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(1-tan^2(45°-A))/(1+tan^2(45°-A))=sin2A
Let B = (45-A), substitute sin(B)/cos(B) for tan(B), and the left hand side simplifies to:
The numerator and denominator are now both well known trig identities - can you take it from here? And recall that
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