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Newton's Laws Finding Applied Force and other Forces

 
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Mar29-12, 12:44 PM   #1
 

Newton's Laws Finding Applied Force and other Forces


1. Sean the skier is headed for a rough patch of snow with the coeffcient of friction 0.20. Find his acceleration if his mass is 50 kg.



2. F=ma, coeffcient of friction=Ff/Fn



3. Fgravity = 490.5 using the equation coeffcient of friction=Ff/Fn we get 0.20 = Ff/490.5 which equals Ff = 98.1
This is where i get stuck. i do not know how to find the Force applied to use it to find the sum of the two forces (force applied and force of friction) to plug into the equation F= ma.
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Mar29-12, 01:01 PM   #2
 
The sum of forces equals ma (Newtons 2nd law). Use it to write down the equation(s) to be solved.
You know that the vertical acceleation is zero:
[itex]0= N - mg\\
F_{fric} = \mu N=\mu mg\\
\sum F_{horizontal} = ma = -F_{fric}[/itex]
So never plug into any equation unless you have a good reason
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