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y = 4 (2,4) A y = 2x x = 2 B y =x (0,0) Region A is bounded by the lines y= 2x, y= 4 and the y-axis. Region B is bounded by the line y=2x and the parabola y=x². Region C is bounded by the parabola y=x² , the line x = 2 and the x-axis. 3. Which definite integral represents the area of region A? A. f (4 – 2x)dx B. (4 – 2x)dx c. S žay D. S dy 4. What is the area of region A? A. s. u. D. s. u B. - s. u. C. - s. u. 5. What is the area integral for region B? A (5-)dy B. S (x²-2«)dx D. (2x – x²)dx

y = 4 (2,4) A y = 2x x = 2 B y =x (0,0) Region A is bounded by the lines y= 2x, y= 4 and the y-axis. Region B is bounded by the line y=2x and the parabola y=x². Region C is bounded by the parabola y=x² , the line x = 2 and the x-axis. 3. Which definite integral represents the area of region A? A. f (4 – 2x)dx B. (4 – 2x)dx c. S žay D. S dy 4. What is the area of region A? A. s. u. D. s. u B. - s. u. C. - s. u. 5. What is the area integral for region B? A (5-)dy B. S (x²-2«)dx D. (2x – x²)dx

Calculus: Early Transcendentals
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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y = 4 (2,4) A y = 2x x = 2 B y =x (0,0) Region A is bounded by the lines y= 2x, y= 4 and the y-axis. Region B is bounded by the line y = 2x and the parabola y = x?. Region C is bounded by the parabola y = x?, the line x = 2 and the x-axis. 13. Which definite integral represents the area of region A? A. f (4 – 2x)dx B. f(4 – 2x)dx D. dy - dy 14. What is the area of region A? A. s. u. B. s. D. s.u 3 S. u. C. - s. u. 15. What is the area integral for region B? A S(/y-?)dy B. S (x-2«)dx D. f (2.x – x² )dx 16. What is the area of region B? A. s.u. B. 4 s.u. C. s.u. D. 2 s.u. 17. What is the area of region C? A. s.u. B. s.u. C. s.u. D. s.u. 18. Which definite integral represents the combined areas of regions A and B? ² – 4 )dx B. [ 5dy С. 2- dy (4-x2
Transcribed Image Text:y = 4 (2,4) A y = 2x x = 2 B y =x (0,0) Region A is bounded by the lines y= 2x, y= 4 and the y-axis. Region B is bounded by the line y = 2x and the parabola y = x?. Region C is bounded by the parabola y = x?, the line x = 2 and the x-axis. 13. Which definite integral represents the area of region A? A. f (4 – 2x)dx B. f(4 – 2x)dx D. dy - dy 14. What is the area of region A? A. s. u. B. s. D. s.u 3 S. u. C. - s. u. 15. What is the area integral for region B? A S(/y-?)dy B. S (x-2«)dx D. f (2.x – x² )dx 16. What is the area of region B? A. s.u. B. 4 s.u. C. s.u. D. 2 s.u. 17. What is the area of region C? A. s.u. B. s.u. C. s.u. D. s.u. 18. Which definite integral represents the combined areas of regions A and B? ² – 4 )dx B. [ 5dy С. 2- dy (4-x2
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