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# Review Sheet for MATH 129 with Professor Glickenstein at UA

Marketplace > University of Arizona > Review Sheet for MATH 129 with Professor Glickenstein at UA

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COURSE
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TYPE
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PAGES
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WORDS
KARMA
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This 1 page Class Notes was uploaded by an elite notetaker on Friday February 6, 2015. The Class Notes belongs to a course at University of Arizona taught by a professor in Fall. Since its upload, it has received 17 views.

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Date Created: 02/06/15
Chapter 8 Review Answers 1 aCompute the volume of a solid whose base is the region bounded by y 4 7 2 and the x7axis and whose cross7sections perpendicular to the X7aXlS are equilateral triangles Ans 2 2 256 7124452 dx 3m2956 bNow compute the volume of the solid with the same base but whose cross7sections perpendicular to the y7axis are equilateral triangles Ans 4 NE 4 7 y dy 1675 m 27 713 0 2 Find the volume of a region whose base is a triangle with vertices 00 20 and 0 1 and whose cross7section perpendicular to the X7aXlS are semi7 circles 2 2 7T 2 7 at 7T 7 d 7 m 026180 8 0 lt 2 gt a 12 Ans 3 Section 84 35713171822 Ans 3 a 15 J 135 J b For at 4 to ac 5 the force is larger 5 1489 X 1010 J 7 11 000 ft7lb 13 354673 ft7lb 17 Bottom 15976 lbs Front and back 4992 lbs Sides 3744 lbs 18 a Pressure at the bottom is 176 Nm2 b Total force 32 X 1011 N 22 277039 VR2 a2 7 R 4 Chapter 8 Review 5891012151820 Ans 5 f0 77h dh 7277 8 2ffa1 9 c Volume g5 10 a Volume 7 i m 262 b Volume7r m 251 12 b 187139 15Volume6739r2 18 4400 ft7lb 20 66161941 ft7lb

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