(a) In what way are the theorems of Fubini and Clairaut similar? (b) If f (x, y)...

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(a) In what way are the theorems of Fubini and Clairaut similar?
(b) If f (x, y) is continuous on [a, b] x [c, d] andg(x, y) = [ L f(s, 1) dt ds Ja

for a < x < b, c < y < d, show that gxy = gyx = f (x, y).

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