3. Let c R+. Suppose that and g are continuous real-valued functions on [a, b]. Use...

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3. Let c R+. Suppose that and g are continuous real-valued functions on [a, b]. Use only the Riemann definition of the definite integral to prove the following statement. Make sure to fully justify your work. If f(x) 2 on [1,0] then (cf(x) + 9(x)) dx > c2 + L, 9(x)dr. 3. Let c R+. Suppose that and g are continuous real-valued functions on [a, b]. Use only the Riemann definition of the definite integral to prove the following statement. Make sure to fully justify your work. If f(x) 2 on [1,0] then (cf(x) + 9(x)) dx > c2 + L, 9(x)dr.