integration of 2/(x^2×y^2)
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Evaluate integral of x/(x^2+y^2) with respect to y
∫xx2+y2dy∫xx2+y2dy
Since xx is constant with respect to yy, move xx out of the integral.
x∫1x2+y2dyx∫1x2+y2dy
The integral of 1x2+y21x2+y2 with respect to yy is 1xarctan(yx)+C1xarctan(yx)+C.
x(1xarctan(yx)+C)x(1xarctan(yx)+C)
Simplify the answer.
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arctan(yx)+Carctan(yx)+C
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