Given equation is
\Integrate the sum terms by terms and factor out constants
\Complete the square
\For integrand u = -2+x and du = dx
\Integrate the sum terms by terms and factor out constants
\For integral of cos2s substitute p=2s and dp =2ds
\The integral of cos(p) is sin(p)
\The integral of 1 is s
\Substitute back for p=2s
\Substituite back u = -2+x
\That equal to
\Therefore the integration of the given equation is
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