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- Evaluate the following integral by first converting to polar coordinates.Z 2−2Z 2−√4−x2cos(x2 + y2) dydxEvaluate the following double integral in polar coorindates where R is the region inside of the unit circle x^2+y^2=1 in the z=0 plane. Give an exact value. ∬R(7+9y^2)dACalculate the following integrals. In both cases the curve C has a counterclockwise direction: 4.1 ∲c (z + cos(πz)) / z(z2 + 1) dz with C : |z - i| = 3/2.