Question
A 1000 kg Toyota, initially traveling at 40 mph, collides into the rear end of a 2000 kg Cadillac, initially stopped at a red light. The bumpers lock and the two cars skid for 2 seconds before coming to rest. Calculate the coefficient of kinetic friction between the tires and the road that is needed to bring the two cars to rest in 2 seconds.
Answers
bobpursley
find the velocity after collision
1000*v=(1000+2000)V
v= convert 40mph to m/s
solve for V.
KE after collision= 1/2 (1000+2000)V^2
friction work: mu*(totalmass)g*distance
but distance=avg velocity*time
= 1/2 V*t, t=2
solve for mu.
1000*v=(1000+2000)V
v= convert 40mph to m/s
solve for V.
KE after collision= 1/2 (1000+2000)V^2
friction work: mu*(totalmass)g*distance
but distance=avg velocity*time
= 1/2 V*t, t=2
solve for mu.
Related Questions
an object A 2.5kg is traveling at 25meters per second collides head on with a 5kg mass b calculate t...
A car of mass 1500 kg traveling at 15.6 m/s loses its brakes and collides with the rear end of the...
A 0.80 10^3 kg Toyota collides into the rear end of a 2.6 1^03 kg Cadillac stopped at a red light. T...
A Toyota of mass 1500 kg is driving at 15 m/s North when it rear-ends a Cadillac of mass 2500 kg als...