Calculating Stopping Distance of Car with 0.45 Frictiongrade

AI Thread Summary
To calculate the stopping distance of a car with a friction coefficient of 0.45, moving at 18 m/s and weighing 1200 kg, the friction force is determined to be 5.5 kN. Using the work-energy theorem, the initial kinetic energy of the car is calculated as 0.5 * mass * velocity squared. The equation 0.5 * m * (vo)^2 - f * (delta x) = 0 is used to find the stopping distance, where f represents the friction force and delta x is the stopping distance. By solving for delta x, the distance the car travels until it stops can be accurately determined. This approach effectively applies the principles of physics to solve for stopping distance.
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Here it comes, I have a frictiongrade who is 0,45 A car who is driving in 18m/s and mass of the car 1200kg

For the Frictionpower it is : 0,45 * (mg) = 5,5 kN

And how do I calculate the meters the car travels until it stops?
 
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initial kinetic energy - work done by friction = 0

(1/2)m(vo)^2 - f(delta x) = 0

solve for delta x
 
Use the work-kinetic energy theorem. That is the work done by all of the forces acting on an object (or the resultant of all of these) is equal to it's change in kinetic energy:
W_{F_R}=\Delta K
 
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