Impulse and momentum of a sled

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Homework Help Overview

The problem involves a sled sliding on a horizontal surface with a given coefficient of kinetic friction, seeking to determine the time taken to travel between two points based on the impulse-momentum theorem.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to apply the impulse-momentum theorem but expresses uncertainty about solving for time due to the presence of two unknowns, g and t. Some participants clarify the role of g as the acceleration due to gravity and discuss the relationship between net force and acceleration.

Discussion Status

Participants are exploring the application of the impulse-momentum theorem and clarifying the variables involved. There is acknowledgment of the correct use of symbols and concepts, but no consensus on a specific method to isolate time has been reached.

Contextual Notes

There is a mention of the coefficient of kinetic friction and the assumption of gravitational acceleration, which may influence the calculations. The original poster's confusion about the symbols used indicates a potential misunderstanding of the problem setup.

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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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