Impulse and momentum of a sled

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The discussion focuses on applying the impulse-momentum theorem to calculate the time it takes for a sled to travel from point A to point B, given its initial and final velocities and the coefficient of kinetic friction. The participant initially struggles with the unknown variables, particularly gravity and time, but is reminded that gravity is a known constant (9.81 m/s²). Clarifications are made that the correct approach involves using the net force equation and understanding that the impulse-momentum equation relates to Newton's second law. Ultimately, the participant gains clarity on the problem-solving process. The conversation emphasizes the importance of correctly identifying known values and applying relevant physics principles.
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Homework Statement


a sled slides along a horizontal surface on which the coeffient of kinetic friction 0.25. its veocity at pt A is 8m/s at pt B its 5m/s. use impulse-momentum theorem to find how long the sled takes to travel from A to B


Homework Equations


P=J


The Attempt at a Solution



m(delta)v=Ft
(delta)v=ukgt
vf-vi=ukgt

uk = kinetic friction coeff.

ive gotten this far and I am not sure how I'm suppoes to solve for time if there's 2 unknown varibles g and t.. is there a way i can solve for g .

am i doing this question correctly?
 
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You've got it right...g is assumed to be the acceleration of gravity on earth, and is equal to 9.81m/s^2, a known value.
 


PhanthomJay said:
You've got it right...g is assumed to be the acceleration of gravity on earth, and is equal to 9.81m/s^2, a known value.

that g is suppose to be acceleration i used the wrong symbol, it's on the x-axis not the y axis
sorry i confused you
 


Jennifer001 said:
that g is suppose to be acceleration i used the wrong symbol, it's on the x-axis not the y axis
sorry i confused you
No, you used the correct symbol; it comes out of your correct calculation for the net force acting on the sled, which is u_k(m)(g). You are trying to solve for t, not a. If you want the acceleration in the horizontal direction, which is not called for, it's just F_net = ma, or a = (vf-vi)/t. The impulse-momentun equation is just another form of Newton's 2nd Law.
 


oo thank you i was confused
 
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