Question: 5. Construct upper and lower Riemann sums with 8 equal subintervals to approximate the definite integral Vx2 + 1 dx. How accurate is this approximation?

5. Construct upper and lower Riemann sums with 8 equal subintervals to approximate the definite integral Vx2 + 1 dx. How accurate is this approximation? Note that f(x) = Vx2 + 1 is an increasing function on [0, 2]. How many subintervals are required for an approximation to this integral that is accurate to within 0.01 of the true value

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