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3. Let f be a continuous single-variable function defined on [0, 1], and let D be the region in R2 bounded by x = 0,

3. Let f be a continuous single-variable function defined on [0, 1], and let D be the region in R2 bounded by x = 0, y = 0, and y = 1 - r. Show that f(x + y)dA = uf(u)du. Your answer must work for D any f defined on [0, 1]

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