SOLVED: (a) Use the Midpoint Rule with n = 4, to approximate the integral Jot' Se-x' dx. M (Round your answers to six decimal places ) (b) Compute the value of the definite integral in part (a) using your calculator such as MATH 9 on the TI83/84 or 2ND on the TI-89. Jc Se-x' dx = 4.431135 Ic) The error involved in the approximation of part (a) is Em = Se-x dx - M4 0.000458 (d) The second derivative f "(x) The value of K max |f "()l on the interval [0, (e) Find sharp upper bound for the error in

(a) Use the Midpoint Rule for double integrals (see Section 15.... | Filo

SOLVED:5-6 Use (a) the Midpoint Rule and (b) Simpson's Rule to approximate the given integral with the specified value of n (Round your answers to six decimal places.) Compare your results to the actual value to determine the error in each approximation. ∫0^2 (X)/(1 x^2) d x, n=10