if qcosA= ✓q2- p2 proof that qsinq =p
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Answer:
squaring both the sides
(qcosA)^2 = q2 - p2
q2cos2A = q2 - p2
p2 = q2 - q2cos2A
p2 = q2 ( 1- cos2A)
p = ✓q2 sin2A
p = q sinA. proved
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