We want to slide a 10.0-kg crate up a 3.0-m-long ramp inclined at 30.0 A worker,...
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We want to slide a 10.0-kg crate up a 3.0-m-long ramp inclined at 30.0° A worker, ignoring friction, calculates that he can do this by giving it an initial speed of 6.0 m/s at the bottom and letting it go. But friction is not negligible; the crate slides only 2.2 m up the ramp, stops, and slides back down see the Figure. Assume friction is constant, how fast va is the crate moving when it reaches back the bottom of the ramp? Consider g= 10.0 m/s?. des p f 1 to pi 2. en hd d Point 2 woored S a) 2.65 m/s, b) 2.00 m/s. c) 2.83 m s. d) None of the above. y-6.0m/s The c yeud 00 LIm Poat 1 (1O O c O a O d O b We want to slide a 10.0-kg crate up a 3.0-m-long ramp inclined at 30.0° A worker, ignoring friction, calculates that he can do this by giving it an initial speed of 6.0 m/s at the bottom and letting it go. But friction is not negligible; the crate slides only 2.2 m up the ramp, stops, and slides back down see the Figure. Assume friction is constant, how fast va is the crate moving when it reaches back the bottom of the ramp? Consider g= 10.0 m/s?. des p f 1 to pi 2. en hd d Point 2 woored S a) 2.65 m/s, b) 2.00 m/s. c) 2.83 m s. d) None of the above. y-6.0m/s The c yeud 00 LIm Poat 1 (1O O c O a O d O b
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Physics for Scientists and Engineers A Strategic Approach with Modern Physics
ISBN: 978-0133942651
4th edition
Authors: Randall D. Knight
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