2. A curling stone of mass 19 kg, originally at rest, is given a constant push of 4.5 N [E]. The coefficient of kinetic friction between the curling stone and the ice is 0.010. . The push lasts for 1.0 s and then the box is allowed to slide on its own until it comes to rest. Hint free body diagrams in your rough work will help you solve. a. Draw an ID diagram AND a force (FBD) diagram of the stone while the push was being applied. b. Draw a force (FBD) diagram of the stone AFTER the push was removed. c. Determine the force of friction on the stone. d. Determine the acceleration of the stone as it is being pushed. e. Calculate the speed of the stone just as the push stops. f. Determine the acceleration of the stone as it is sliding on its own (with the force no longer applied). g. What distance did the stone travel AFTER the push was removed?

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2. A curling stone of mass 19 kg, originally at rest, is given a constant push of 4.5 N [E]. The coefficient of kinetic
friction between the curling stone and the ice is 0.010.. The push lasts for 1.0 s and then the box is allowed to slide
on its own until it comes to rest. Hint free body diagrams in your rough work will help you solve,
a. Draw an ID diagram AND a force (FBD) diagram of the stone while the push was being applied.
b. Draw a force (FBD) diagram of the stone AFTER the push was removed.
c. Determine the force of friction on the stone.
d. Determine the acceleration of the stone as it is being pushed.
e. Calculate the speed of the stone just as the push stops.
f. Determine the acceleration of the stone as it is sliding on its own (with the force no longer applied).
g. What distance did the stone travel AFTER the push was removed?
Transcribed Image Text:2. A curling stone of mass 19 kg, originally at rest, is given a constant push of 4.5 N [E]. The coefficient of kinetic friction between the curling stone and the ice is 0.010.. The push lasts for 1.0 s and then the box is allowed to slide on its own until it comes to rest. Hint free body diagrams in your rough work will help you solve, a. Draw an ID diagram AND a force (FBD) diagram of the stone while the push was being applied. b. Draw a force (FBD) diagram of the stone AFTER the push was removed. c. Determine the force of friction on the stone. d. Determine the acceleration of the stone as it is being pushed. e. Calculate the speed of the stone just as the push stops. f. Determine the acceleration of the stone as it is sliding on its own (with the force no longer applied). g. What distance did the stone travel AFTER the push was removed?
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