Unformatted text preview: Problem 2 : Review exercises chapter 8 # 60 (page 457). Problem 3 : Review exercises chapter 8 # 66 (page 457). Additional question: Find the weight of Mt. Shasta if its density is given by δ ( h ) =-1 200 h + 182 in lb / ft 3 . You may use your calculator to compute the value of this integral. Problem 4 : A solid half-cylinder of radius 1 meters and length of 5 meters lies under 50 meters of water at the bottom of a lake. The cylinder is made of a material of constant density δ . 1. Find its center of mass. 2. What is the force exerted by the water on one of the lateral circular faces of the half cylinder? 3. Find the water force on the top rectangular face? 1...
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- Winter '08
- Math, 2008 albums, Kilogram, Mile