3. A 180 g hockey puck slides on (frictionless) ice at a speed of 2 m/s. It then slides onto a carpet, which exerts a constant frictional force Ff = 0.7 N in the direction opposite the puck's direction of motion. (a) Draw two free body diagrams: one when the puck is on the ice, and the other when the puck is on the carpet. Include any forces acting in the vertical direction (perpendicular to the ice or carpet) and any acting in the horizontal direction (parallel to the ice or carpet). (b) Do you expect the velocity of the puck to be constant on the ice? How about on the carpet? Why or why not? (c) How far does the puck travel on the carpet before coming to a stop?

College Physics
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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3. A 180 g hockey puck slides on (frictionless) ice at a speed of 2 m/s. It then slides onto
a carpet, which exerts a constant frictional force F₁ = 0.7 N in the direction opposite the
puck's direction of motion.
(a) Draw two free body diagrams: one when the puck is on the ice, and the other when the
puck is on the carpet. Include any forces acting in the vertical direction (perpendicular
to the ice or carpet) and any acting in the horizontal direction (parallel to the ice or
carpet).
(b) Do you expect the velocity of the puck to be constant on the ice? How about on the
carpet? Why or why not?
(c) How far does the puck travel on the carpet before coming to a stop?
Transcribed Image Text:3. A 180 g hockey puck slides on (frictionless) ice at a speed of 2 m/s. It then slides onto a carpet, which exerts a constant frictional force F₁ = 0.7 N in the direction opposite the puck's direction of motion. (a) Draw two free body diagrams: one when the puck is on the ice, and the other when the puck is on the carpet. Include any forces acting in the vertical direction (perpendicular to the ice or carpet) and any acting in the horizontal direction (parallel to the ice or carpet). (b) Do you expect the velocity of the puck to be constant on the ice? How about on the carpet? Why or why not? (c) How far does the puck travel on the carpet before coming to a stop?
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