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3. Find the volume of solid of revolution (in cubic units) when the area of the region bounded by y =x² - 2x – 2 and y=x+2 is revolved about the line y =-3. yx+2 6+ 5+ y-2-2x-2 4+ 2. ++ -5-4 -3. -1 2. 3. - > y = -3 A) 540.98 cu. units B) 509.12 cu. units C) 555.55 cu. units D) 523.60 cu. units

3. Find the volume of solid of revolution (in cubic units) when the area of the region bounded by y =x² - 2x – 2 and y=x+2 is revolved about the line y =-3. yx+2 6+ 5+ y-2-2x-2 4+ 2. ++ -5-4 -3. -1 2. 3. - > y = -3 A) 540.98 cu. units B) 509.12 cu. units C) 555.55 cu. units D) 523.60 cu. units

Elementary Geometry For College Students, 7e
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...
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3. Find the volume of solid of revolution (in cubic units) when the area of the region bounded by y =x² - 2x – 2 and y=x+2 is revolved about the line y =-3. yx+2 6+ 5+ y-2-2x-2 4+ 2. ++ -5-4 -3. -1 2. 3. - > y = -3 A) 540.98 cu. units B) 509.12 cu. units C) 555.55 cu. units D) 523.60 cu. units
Transcribed Image Text:3. Find the volume of solid of revolution (in cubic units) when the area of the region bounded by y =x² - 2x – 2 and y=x+2 is revolved about the line y =-3. yx+2 6+ 5+ y-2-2x-2 4+ 2. ++ -5-4 -3. -1 2. 3. - > y = -3 A) 540.98 cu. units B) 509.12 cu. units C) 555.55 cu. units D) 523.60 cu. units
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