Evaluate the following definite Integrals:

To solve these kinds of equations we generally take x=![]()
So now here let ![]()
So now ![]()
Now change the limits
X=0 then
=0
X=1 then
=![]()
So it is equal to



now use formula sin2x=2sinxcosx

Now use formula that ![]()

)

Now let us recall other formula :
and ![]()
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Now recall that sin0=0, cos0=1
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