Points 1. Consider the definite integral | v1 + x4 dx, use Maple to complete the following: (2) a. Find Tso and Sso for the integral, using Tools->Tutors->Calculus Single Variable-> Approximate Integration. (2) b. Then use Maple to graph the appropriate derivative and use appropriate error bound formula to find an upper bound on Er . How many decimal places of accuracy does this guarantee for Is ? Use Tools->Tutors->Calculus Single Variable-> Curve Analysis. (4) c. As in part b, use Maple to graph the appropriate derivative and use appropriate error bound formula to find an upper bound on Es . How many decimal places of accuracy does this guarantee for S, ? (4) d. How large should n be to guarantee that the size of the error in using S, is less than 0.0001