How Does Friction Affect a Hockey Puck's Acceleration and Distance on Ice?

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SUMMARY

The discussion focuses on the physics of a hockey puck's motion, specifically how friction affects its acceleration and distance traveled on ice. A hockey puck with a mass of 350g, initially sliding at 6.0 m/s, encounters a frictional force of 0.42N. The acceleration is calculated using Newton's second law (F=ma), resulting in an acceleration of -1.2 m/s², indicating deceleration due to friction. The discussion also emphasizes the importance of considering the direction of forces when calculating motion.

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  • Understanding of Newton's laws of motion
  • Basic knowledge of frictional forces
  • Ability to perform calculations involving mass and acceleration
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A Hockey puck of a mass 350g is sliding along the ice at 6.0 m/s[n] when it hits a rough patch of ice that exerts a frictional force of 0.42N

i)Determine the pucks acceleration
ii)determine how far the puck will slide before stopping.

f=ma a=f/m a=.42/.35 this gives me 1.2 or something but it is slowing down therefore it should a negative, should I rewrite the equation giving aa negative value or is there a better equation for the information given.
 
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the 0.42 should have a negative attached to it since it acts opposite the direction of motion
 
is the value still 0.42 though?
 
I thought the mass was irrelevant?
 
well F=ma is relavant to the unit I am working on, however it also incorporates other units so I could be way off but I am just dealing with what I have.
 

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