a car of mass 2500kg moving with a velocity 10m/sec bought to rest in

1.	a car of mass 2500kg moving with a velocity 10m/sec bought to rest in 5 sec by applying brakes. Find the retarding force produced by the brakers
Answer» Given:- Mass of the car(M)=2500kg Initial velocity(u)=10m/s Final velocity(v)=0 (as the car FINALLY stops amd comes to rest after APPLICATION of brakes) Time(t)=5s To find:- First,the acceleration and finally the retarding force(i.e. force in the opposite direction of INITAIL velocity) Solution:- We know that----- $a = \frac{v - u}{t}$ a=(0-10)/5 a= -10/5 a= -2m/s² Now,by---- F=Ma F= 2500×(-2) F= -5000N Since force is -5000N,thus the retarding force is 5000N.

a car of mass 2500kg moving with a velocity 10m/sec bought to rest in 5 sec by applying brakes. Find the retarding force produced by the brakers

Answer»

Mass of the car(M)=2500kg

Initial velocity(u)=10m/s

Final velocity(v)=0 (as the car FINALLY stops amd comes to rest after APPLICATION of brakes)

Time(t)=5s

First,the acceleration and finally the retarding force(i.e. force in the opposite direction of INITAIL velocity)

We know that-----

$a = \frac{v - u}{t}$

a=(0-10)/5

a= -10/5

a= -2m/s²

Now,by----

F= 2500×(-2)

F= -5000N

Since force is -5000N,thus the retarding force is 5000N.