Please help me code question 3 in matlab thanks!!!
Math 152 Lab 9 Use MATL.AB to solve each problem Some of the commands you may need on this assigament are: yms, int, symsum, solve, and double The Remainder Estimate foxr the Integral Test says that for a convergent series Ean, the remainder (or error), in using sn to approximate the sum of the series is denoted Rn and can be estimated by the integral below where f(n)-a and f is continuous, posit ive, and decreasing. I. (3 points) Consider the series ? (a) Use the Integral Test to show that this series converges. (You do not need to show that f continous, positive, and decreasing for the purposes of this lab.) (b) Find so (c) Use the Remainder Estimate for the Integral Test to find an est imate on the remainder in using sio to approximate the sum of the series, ie. find an estimate for Rio (d) Find the sum of the series s (e) Find the exact remainder in using so to approximate the sum of the series (f) By how mach do the remainder estimate and the exact remainder differ? (8) Find a general formula for (h) Determine the smallest value of n for which R0.00001. 2. (3 points) Repeat all parts of Question 1 with the seriesne 3. (4 points) Repeat all parts of Question 1 with the series Math 152 Lab 9 Use MATL.AB to solve each problem Some of the commands you may need on this assigament are: yms, int, symsum, solve, and double The Remainder Estimate foxr the Integral Test says that for a convergent series Ean, the remainder (or error), in using sn to approximate the sum of the series is denoted Rn and can be estimated by the integral below where f(n)-a and f is continuous, posit ive, and decreasing. I. (3 points) Consider the series ? (a) Use the Integral Test to show that this series converges. (You do not need to show that f continous, positive, and decreasing for the purposes of this lab.) (b) Find so (c) Use the Remainder Estimate for the Integral Test to find an est imate on the remainder in using sio to approximate the sum of the series, ie. find an estimate for Rio (d) Find the sum of the series s (e) Find the exact remainder in using so to approximate the sum of the series (f) By how mach do the remainder estimate and the exact remainder differ? (8) Find a general formula for (h) Determine the smallest value of n for which R0.00001. 2. (3 points) Repeat all parts of Question 1 with the seriesne 3. (4 points) Repeat all parts of Question 1 with the series