Change in the kinetic energy of a car driving up a hill

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Homework Help Overview

The discussion revolves around the change in kinetic energy of a car driving up a hill, focusing on calculations related to kinetic energy, work done against resistive forces, and the total energy involved in the scenario.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the calculation of kinetic energy and its change, questioning the necessity of knowing the velocity. There is discussion about the resistive force and its role in the calculations, particularly why a specific value (440) is used. Additionally, there are inquiries about the total energy calculations and the time taken for the car to ascend the hill.

Discussion Status

Some participants have provided guidance on the interpretation of the problem, suggesting that the change in kinetic energy does not require the velocity value. Others have pointed out the need to consider additional work done against resistive forces. The discussion reflects varying interpretations of the problem and calculations, with some participants expressing uncertainty about their reasoning.

Contextual Notes

There are indications of confusion regarding the values used in calculations and the assumptions about the forces acting on the car. The participants are navigating through the constraints of the problem without reaching a definitive consensus on the correct approach.

hello478
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Homework Statement
mentions below in picture
Relevant Equations
energy equations
and work done = f*d moved in direction of force
part i)
i did 1/2 * 1700 * v^2
i dont know what v is...
so how do i solve it?

part ii)
i calculated it correctly by 440*25
please explain in detail why i used 440?

and part d)
i did 1.7*10^4 = 48000/t
my t= 2.82 s
but correct answer is 3.5s

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hello478 said:
i dont know what v is...
You aren't being asked to calculate the kinetic energy, you are being asked how much it changes. You don't need the value of ##v## to perform that calculation.
please explain in detail why i used 440?
You are being asked to calculate the work done against the resistive force. What is that resistive force?
and part d)...
The work being done against the resistive force is not the only work that has to be done to get the car up the slope. Find the work that you haven't counted, include it, see what you get.
 
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so for the first one
change in KE =0

resistive force is 440 so thats why we use it

and for part d
the total energy would be
gpe + the work done against resistive force
so 48000+440*25 / 17000
so time = 3.47 which is almost equal to 3.5
please tell me if im wrong
and thank you so much for your answer
 
Seems about right.
 
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