Please help me with this problem set. This problem refers to section 8.8 and 8.9 in the Soo T. Tan Calculus Early Transcendentals textbook.
6. Consider the function f(x)-xe: Find the Maclaurin polynomial, P. (x). Use fractions in the coefficients! (5 points) a. b. Find R. (x) at c=0. (3 points) c. Give a bound on the error incurred using P. (x) to approximate f(x) on [-0.8, 0.8]: (3 points) d. Now, let's see how accurate the approximation is. Round to 4 decimal places. Show all work! (4 pts) Find P (0.5): Find f(0.5): What is the actual error in the estimate? Is the actual error less than the predicted error bound? Yes No
