How would you solve for problem 32? x +locale=&platformId=1030&iesCode... A: IntegrationFind the area under the graph of each function over the giveninterval.26. y = x¹; [0, 1]25. y = x³; [1, 3]27. y = x² + x + 1;28. y = 2 - x - x²;29. y = 5x²; [-1,2]31. y = e³x, [-1,5]b)[1,4]In Exercises 33 and 34, determine visually whether f(x) dxis positive, negative, or zero, and express ff(x) dx in termsof area A.33. a)YA[2,3][-2,1]aAA30. y ex; [-2,3]32. y = 2x +b+/Sign inB

NOTE: Refresh your page if you can't see any equations. . the given function is and the given interval is so the lower and upper limits arethe area under the curve f(x) is given by . NOTE: Refresh your page if you can't see any equations.

Math

Calculus

Find the area under the graph of each function over the given interval. 26. y = x; [0, 1] 25. y = x³; [1, 3] 27. y = x² +‹x + 1; 28. y = 2 - x - x²; 29. y = 5x²; [1, 2] 30. y = 2x; [-2,3] 31. y = e³x; [-1,5] [2,3] [−2,1] 32. y = 2x + = [1,4] 1/2 In Exercises 33 and 34. determine visually whether (f(x) dx

Find the area under the graph of each function over the given interval. 26. y = x; [0, 1] 25. y = x³; [1, 3] 27. y = x² +‹x + 1; 28. y = 2 - x - x²; 29. y = 5x²; [1, 2] 30. y = 2x; [-2,3] 31. y = e³x; [-1,5] [2,3] [−2,1] 32. y = 2x + = [1,4] 1/2 In Exercises 33 and 34. determine visually whether (f(x) dx

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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