For a car with a mass of 1200kg, how long will it take for it to accelerate to 25m/s, starting from rest, with a total driving force of 1,500N?

This can be solved in 2 main sections: the first to find the acceleration of the car, and then the second to find how long it spends accelerating. To find the acceleration, Newton's 2nd Law (F=ma) can be used by first dividing each side by the mass to give us an equation for acceleration, a=F/m a=F/m  = 1500/1200 = 1.25 m/s^2 From this, the time can be found using the equation of motion: t = (v-u) / a ( v = final velocity (25 m/s), u = initial velocity (which we know to be 0m/s as the car starts from rest)) so t = (25 - 0) / 1.25   t = 20s It therefore takes 20 seconds for the car to reach 25 m/s.

CS

Related Physics GCSE answers

All answers ▸

what force does a person have to exert on one side of a seesaw if the other person weighs 70kg and is the same distance away from the pivot (2m) on the other side of the seesaw?


Give an example of ionising radiation


What is constant acceleration?


A box is at rest on a slope with an angle ϴ. Find an expression for the static friction coefficient, μ, of the box.