Q18 18. Consider the region S between the curves y = r³ and y = √32x. Which of the followingrepresent the volume of the solid formed when S is rotated around the y-axis ?-32x) dx) + S²(а) п(26x [²π (32r - r6)dr(e) π √² (₂³ -1ㅠdy² (1024-1³) dy(i) None of these is correct(g) T1024(b) T (x - 32x) dxTS (20-Sof) = √² (y² - 10/24) dy(h) = ² (1024-1³) dyㅠ-y(d) T(321-r)dr(33

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18. Consider the region S between the curves y = 2³ and y = √32x. Which of the following represent the volume of the solid formed when S is rotated around the y-axis ? 1 = [² (₂² (a) T (26 - 32x) dx ** (32 S² (32r - r6) dr (c) T (e) π √₁² (₂³ dy 1024 = ² -1³) d₂ (i) None of these is correct (8) 1 - (b) π * (26 Jo (d) T S (f) T - 32x)dr [*(321-zº) dz dy 1024 - (1024-³) dy y (h) T -

18. Consider the region S between the curves y = 2³ and y = √32x. Which of the following represent the volume of the solid formed when S is rotated around the y-axis ? 1 = [² (₂² (a) T (26 - 32x) dx ** (32 S² (32r - r6) dr (c) T (e) π √₁² (₂³ dy 1024 = ² -1³) d₂ (i) None of these is correct (8) 1 - (b) π * (26 Jo (d) T S (f) T - 32x)dr [*(321-zº) dz dy 1024 - (1024-³) dy y (h) T -

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter8: Further Techniques And Applications Of Integration

Section8.3: Volume And Average Value

Problem 12E

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