t01_cacl2_100582_20110525wed_s11

t01_cacl2_100582_20110525wed_s11 - TALLAHASSEE COMMUNITY...

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t01_cacl2_100582_20110525wed_s11.docx // page 1 of 1 TALLAHASSEE COMMUNITY COLLEGE MAC 2312-100582 / CALC2 / SUMMER ’11 LAST _____________________ TEST #01 / CH. 6 & 7.1, 7.2, & 7.3 THOMAS’ CALC 11-th ed ET. FIRST ____________________ D.Jones / DATE of TEST: Wed. 5-25-11 INSTRUCTIONS: Do all work & put all answers on your work-sheets. Box your final answer. Do no more than 2 problems per page (I suggest 1 per page). Draw a horizontal line between problems on the same page. Write on one side only. Draw axes w/ a straightedge. Each problem is 14 points. (I’m giving each person 2 pts). The bonus (#8) is 10 points. 1. Find the volume of the solid generated by revolving the region in the first quadrant bounded by 2 3 6 xy  , 0 x , and 0 y about the x-axis. The units are miles. Draw a fairly neat sketch. Show work. Set up your integral. Evaluate. Give an exact answer . 2. Use the shell method to find the volume of the solid generated by revolving the region in the first quadrant bounded by 2 1 2 yx , 2 x , and 0 y about the y-axis. The units are centimeters. Draw a fairly neat sketch. Show work. Set up your integral. Evaluate. Give an
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This note was uploaded on 12/30/2011 for the course MAC 2312 taught by Professor Jones during the Summer '11 term at Tallahassee Community College.

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