In this problem, you will use the midpoint rule, Mn, to approximate the integral I= integral 0 to 1 sin(x^2) dt. Find the number of slices, n, that will yield an error of less than 10^-3.The error foruma is |Mn - I |

1. In this problem, you will use the midpoint rule, M,, to approximate the integral I = fo sin(x2) dt. Find the number of slices, n, that will yield an error of less than 10-3. The error foruma is |Mn - I| S M(2) (b-a)3 24n2 , where M(2) is an upper bound for If"(x) | on [a, b]