Please help thanks Let's find the area under the curve for this function f (x) = x² – 1 betweenx = 1 and x == 3, or the integral S{(x² – 1) dx1. Graph the function f (x) = x²1 and show by shading the area under thiscurve between x = 1 and x = 3.2. Use the Fundamental Theorem of Calculus (Part 2) to calculate this integral.Show steps such as antiderivative and final answer rounded to three decimals ifneeded.b-aWe use n = 5 partitions for next requests, Find Ax =n3. Estimate the area using the sum of rectangles from the beginning of the xintervals or the Left-hand endpoints (L5 ). Need to show the operation, the valuesof f (x;) and Ax you used, and final answer rounded to three decimals if needed.4. Estimate the area using the sum of rectangles from the end of the x intervals orthe Right-hand end points (R5 ). Need to show the operation, the values of f (x;)and Ax you used, and final answer rounded to three decimals if needed.5. Use the Midpoint Rule to approximate the requested area. (M5). Need to showthe operation, the values of f (x* ) and Ax you used, and final answer roundedto three decimals if needed.6. Which method out of the three methods (L5 or R5 or M5) give the bestapproximation. Why?

Name: Please help thanks Let's find the area under the curve for this functi
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: Please help thanks Let's find the area under the curve for this function f (x) = x² – 1 betweenx = 1 and x == 3, or the integral S{(x² – 1) dx1. Graph the function f (x) = x²1 and show by shading the area under thiscurve between x = 1 and x = 3.2. Us