Integration of limit 0 to pi/2 sin2xdx
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∫sin2x of limit 0 to π/2
= -1/2(cos2x)
= -1/2(cos2(π/2) -cos0 )
= -1/2(-1-1) = 1.
= -1/2(cos2x)
= -1/2(cos2(π/2) -cos0 )
= -1/2(-1-1) = 1.
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