Statuc and kinetic frictional forces

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The discussion focuses on calculating the magnitude of the frictional force and the initial speed of a baseball player sliding into second base. The frictional force is determined using the coefficient of kinetic friction and the normal force, but there is confusion regarding the calculations. The correct approach involves using the normal force, which is the player's weight, to find the frictional force accurately. For the initial speed, the setup of the equation is correct, but the calculations need to ensure proper application of acceleration derived from the frictional force. The participant is struggling with the final calculations and seeks clarification on the methodology.
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A 103kg baseball player slides into second base. Then coefficient of kinetic friction between the player and the ground is 0.607 a.) what is the magntiude of tfictional force? b.) if the player comes to rest after 2.22sec, what is his intial speed?

a.) Fs max=Ms*Fn
Ms=.607
Fn=103
0.607*103=62.521
but it's wrong
b.) I thought could use V=Vo+At
Vo=?
V=O
t=2.22
A=)Fk/m

so 0=Vo+(Fk/m)*2.22
Is this the right set up?
 
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Remember that frictional force is equal to the normal force times the coefficient, not the mass.

Your method for part B seems fine, you just need to adjust your acceleration after recalculating the force of friction.
 
0=Vo+(Fk/m)*2.22
for part b
and I set it up where
v0= -(fK/m)/2.22
Fk is .607
and m is 103
so -(.607/103)/2.22=-.002655
but its wrong what am I doing wrong. thank you
 
Normal force Fn = m*g
 
So i redid this problem by doing this:
Since fk=mk*Fn and Fn=m*g so (mk*m*g)/m but the m gets canceled out so...
Vo=-(Mk*g)/2.22
=(.607*9.8)/2.22
=-2.6795
But it's still wrong what am i doing wrong?
 
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