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University of Colorado-Boulder MATH 1300 Homework 13 Show all work, unless otherwise specified. Turn in the following problems: 1. Let f be an odd function

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University of Colorado-Boulder MATH 1300 Homework 13 Show all work, unless otherwise specified. Turn in the following problems: 1. Let f be an odd function and g be an even function with [, f(x) de = 2 . S." s( )dr = 7 . S."(*) da = -3 Find [ 25(2) - 49(x) da 2. Let F(x) = "f(t) at, where f is the function whose graph is given. Find the r-values where F(x) attains an absolute minimum and maximum on [0,5]. Explain your reasoning. f (t) 2 5 -1 -2

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