Prove the Cauchy-Schawarz Inequality for Integrals: Consider the double integral of F(x, y) = [((x)g(y) - ((y)g(x)]2
Question:
Consider the double integral of
F(x, y) = [((x)g(y) - ((y)g(x)]2
Over the rectangle R = {(x, y): ( ( x ( b, ( ( y ( b}.
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