Racing car and frictional forces question

AI Thread Summary
A racing car with a mass of 950kg accelerates from 30km/h to 170km/h over 220 meters, facing frictional forces and wind resistance of 750N. To determine the tractive force, one can use work-energy relationships or kinematic equations, factoring in the acceleration and resistance forces. Once the car reaches 250km/h, the total resistance increases to 1900N, requiring a calculation of the power output to maintain this speed. The relationship between kinetic energy, force, and power is crucial, with formulas like KE=MV² and P=Fv being relevant. Understanding these equations is essential for solving the problem effectively.
dansbr
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1. A racing car of mass 950kg accelerates from 30km/h to 170km/h over a distance of 220 meters. Frictional forces and wind resistance can be assumed to be 750N.

Determine the tractive force produced by the car to provide this acceleration

The car finally reaches a speed of 250km/h. Friction and wind resistance are 1900N at this speed. What power output is required is required to maintain this speed.


3. Am completely new to this type of question so any help would be greatly appreciated
 
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You should at least have some elementary equations somewhere.
Can you determine the kinetic energy of an object moving with known velocity and mass?
If the car accelerates, does this change?
Can you find a relation between a change in kinetic energy and a force?

For the second part, do you know a relation between power and force?
 
so should i use KE=MV² and P=Fv
 
Power is force times velocity as you typed above.

The first part of the problem where you seek the tractive force can be done by either work-energy relationships or by kinematic equations such as V1^2-V2^2 = 2*a*s followed by F=m*a + friction/wind.
 
dansbr said:
so should i use KE=MV² and P=Fv
There is a factor of 2 missing in the first equation. The second equation is useful for the second part, right.
 
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