Let D be the region in the plane described by all four inequalities z 2 0, y < 2, y > r' and y< Let S bethe solid of revolution obtained by rotating the region D about the line x=0, Which of the following is theintegral(s) which give the volume of S by using cylindrical shells method?O a. V = 2 2rx( - x³)dx1/2O b. V = 2n(x + 1)(÷ – x³)dxOC.V = f T(T)²dy + Sí dyO d. V = T((D)² - –)dyy2O e. V = 2 2r2(2 – r*)dx + Sip 2nx(- - x*)da1/2

The solid region bounded by the inequalities x≤0, y≤2, y≥x3 and y≤1x can be graphically drawn as…

Let D be the region in the plane described by all four inequalities z 0, y < 2, y > r and y <. Let S bes the solid of revolution obtained by rotating the region D about the line x30. Which of the following is the integral(s) which give the volume of S by using cylindrical shells method? O a. V = /2 2nz( - z*)dz O b. V = 27(x + 1)( – x*)dr Ocv = S, #(\T)*dy + dy O d. V = m((/T)² -)dy O e. V = 2 2m2 (2 - *)dr + Sip 2rx(- a*)dx 1/2 %3D

Let D be the region in the plane described by all four inequalities z 0, y < 2, y > r and y <. Let S bes the solid of revolution obtained by rotating the region D about the line x30. Which of the following is the integral(s) which give the volume of S by using cylindrical shells method? O a. V = /2 2nz( - z)dz O b. V = 27(x + 1)( – x)dr Ocv = S, #(\T)dy + dy O d. V = m((/T)² -)dy O e. V = 2 2m2 (2 - )dr + Sip 2rx(- a*)dx 1/2 %3D

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter10: Analytic Geometry

Section10.1: The Rectangular Coordinate System

Problem 40E: Find the exact volume of the solid that results when the region bounded in quadrant I by the axes...

See similar textbooks