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Let f(x) = 4x+2, x₁ =0, x2 =2, x3 = 4, X4 = 6, and Ax=2. (0) Find Σ 1 (x) Δ.Χ. Σ¹(x) 4 i=1 (b) The sum in part (a) appro
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Let f(x) = 4x+2, x₁ =0, x2 =2, x3 = 4, X4 = 6, and Ax=2. (0) Find Σ 1 (x) Δ.Χ. Σ¹(x) 4 i=1 (b) The sum in part (a) appro
Let f(x) = 4x+2, x₁ =0, x2 =2, x3 = 4, X4 = 6, and Ax=2. (0) Find Σ 1 (x) Δ.Χ. Σ¹(x) 4 i=1 (b) The sum in part (a) approximates a definite integral using rectangles. The height of each rectangle is given by the value of the function at the left endpoint. Write the definite integral that the sum approximates. (3) Σ 1 (x) Δx= Π i=1 (Simplify your answer.)