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AvtmLv1
9 Sep 2021
9. A block is pulled to the right across a level surface at a constant velocity by a horizontal force of 48 newtons, as shown. The weight of the block is 91 newtons. What is the coefficient of kinetic friction between the block and the surface?
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)
10. A block has a mass of $81.0$ kilograms. The coefficient of static friction between the block and the level floor on which it rests is 0.621. A horizontal force of 398 newtons is applied to the block to the right, as shown. Will the block move?
![](data:image/png;base64,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)
9. A block is pulled to the right across a level surface at a constant velocity by a horizontal force of 48 newtons, as shown. The weight of the block is 91 newtons. What is the coefficient of kinetic friction between the block and the surface?
10. A block has a mass of $81.0$ kilograms. The coefficient of static friction between the block and the level floor on which it rests is 0.621. A horizontal force of 398 newtons is applied to the block to the right, as shown. Will the block move?
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29 Jul 2023
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heroatrangiLv10
11 Sep 2021
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9 Sep 2021
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