During the packaging process, a can of soda of mass m = 0.4 kg moves down a surface inclined 20° relative to the horizontal, as shown in the figure below. The difference between the initial height of the can and the final height of the can is dz = 2 m. The can is acted upor by a constant force R parallel to the incline and by the force of gravity. The magnitude of the constant force R is 0.05 N. Ignoring friction between the can and the inclined surface, determine the can's change in kinetic energy, in J, and whether it is increasing or decreasing. Let g= 9.8 m/s². Initial location m R = 0.05 N Final location dz 20°

International Edition---engineering Mechanics: Statics, 4th Edition
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ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
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Chapter7: Dry Friction
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Problem 7.78P: The figure shows a steel bar being processed by a rolling mill. Given that P=80kN and r =0.016,...
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During the packaging process, a can of soda of mass m = 0.4 kg moves down a surface inclined 20° relative to the horizontal, as shown
in the figure below. The difference between the initial height of the can and the final height of the can is dz = 2 m. The can is acted upor
by a constant force R parallel to the incline and by the force of gravity. The magnitude of the constant force R is 0.05 N. Ignoring
friction between the can and the inclined surface, determine the can's change in kinetic energy, in J, and whether it is increasing or
decreasing. Let g= 9.8 m/s².
Initial location
m
R = 0.05 N
Final location
dz
20°
Transcribed Image Text:During the packaging process, a can of soda of mass m = 0.4 kg moves down a surface inclined 20° relative to the horizontal, as shown in the figure below. The difference between the initial height of the can and the final height of the can is dz = 2 m. The can is acted upor by a constant force R parallel to the incline and by the force of gravity. The magnitude of the constant force R is 0.05 N. Ignoring friction between the can and the inclined surface, determine the can's change in kinetic energy, in J, and whether it is increasing or decreasing. Let g= 9.8 m/s². Initial location m R = 0.05 N Final location dz 20°
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