What is ∫16sin2xcos2xdx?
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Answered by
1
★Heya★
Let's make this function in simpler form
Sin2x × Cos2x =
1/2{Sin ( 2x + 2x ) + Sin ( 2x - 2x ) }
=
1/2 { Sin ( 4x ) }
=>
So, it's integration is
-8 Cos (4x) / 4
=
-2 Cos (4x)
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