Let P Denote the Partition of the Interval [1, 2]

Multiple Choice

Let P denote the partition of the interval [1, 2] into 8 subintervals of equal length x = 1/8.Evaluate the upper and lower Riemann sums U(f P) and L(f,P) for the function f(x) = 1/x.Round your answers to 4 decimal places.

A) U(f,P) = 0.7110, L(f,P) = 0.6781
B) U(f,P) = 0.7254, L(f,P) = 0.6629
C) U(f,P) = 0.7302, L(f,P) = 0.6571
D) U(f,P) = 0.7378, L(f,P) = 0.6510
E) U(f,P) = 0.7219, L(f,P) = 0.6683