Let g(x) = x∫0 f(t) dt, where f is continuous function in [0,3] such that 1/3 ≤ f(t) ≤ 1 for a

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Let g(x) = xf(t) dt0, where f is function whose graph (a) Evaluate g(0),g(5),g(10),g(15), and g(30). Let g(x) = xf(t) dt0, where f is function whose graph (a) Evaluate g(0),g(5),g(10),g(15), and g(30).
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