Question #257308

A 2500 kg truck travelling at 40 km/h strikes a brick wall and comes to a stop in 0.2 s. a. What is the change in momentum? (Ans. – 2.78 x 10^4 kgm/s) b. What is the impulse? (Ans. – 2.78 x 10^4 kgm/s) c. What is the average force on the wall during the crash? (Ans. 1.39 x 10^5 N)


1
Expert's answer
2021-10-28T10:50:04-0400

Mass m =2500kg

Initial velocity u = 40km/hr

=40×518m/s=11.111m/s=40×\frac{5}{18}m/s =11.111m/s

Final velocity v =0

Time t = 0.2 sec

a)Change in momentum

=m(vu)=2500(011.111)=27777.77kgm/s=m(v-u) =2500(0-11.111)= -27777.77kgm/s

=2.777×104kgm/s= -2.777×10^4kgm/s


b) The impulse

=m(vu)=2.777×104kgm/s=m(v-u) = -2.777×10^4kgm/s


c) average force on the wall during the crash

F=m(vu)t=27777.770.2=138888.85NF =\frac{m(v-u)}{t} =\frac{-27777.77}{0.2}=-138888.85N

Magnitude of the force F=1.388×105NF= -1.388×10^5N


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