Suppose that f is continuous on a disk that contains the point (a, b). Let Dr be
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Suppose that f is continuous on a disk that contains the point (a, b). Let Dr be the closed disk with center (a, b) and radius r. Use the Mean Value Theorem for double integrals (see Exercise 58) to show that
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ffscx, 9) dA = s(a, b) lim .2 r-0 Tr2 Dr
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