Let P denote the partition of the interval [1, 3] into 4 subintervals of equal length x = 1/2.Evaluate the upper and lower Riemann sums U(f,P) and L(f,P) for the function f(x) = 4x². A) U(f, P) = 40, L(f, P) = 30 B) U(f, P) = 41, L(f, P) = 29 C) U(f, P) = 42, L(f, P) = 28 D) U(f, P) = 43, L(f, P) = 27 E) U(f, P) = 44, L(f, P) = 26

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The Answer of Let P denote the partition of the interval [1, 3] into 4 subintervals of equal length x = 1/2.Evaluate the upper and lower Riemann sums U(f,P) and L(f,P) for the function f(x) = 4x². A) U(f, P) = 40, L(f, P) = 30 B) U(f, P) = 41, L(f, P) = 29 C) U(f, P) = 42, L(f, P) = 28 D) U(f, P) = 43, L(f, P) = 27 E) U(f, P) = 44, L(f, P) = 26

Let P Denote the Partition of the Interval [1, 3]