A car speeds up from 12 m per second to 20 m per second in 6.4 seconds. If its mass is 1200 kg what force must its engine provide?
Answers
Answered by
26
F=ma
m=mass of car=1200 kg
a=acceleration of car
u, initial speed = 12 m/s
v,final speed =20 m/s
t,time taken to achieve final speed= 6.4 secs
a=v-u/t=8/6.4 m/s^2
Force to be provided
F= 1200*8/6.4 N
m=mass of car=1200 kg
a=acceleration of car
u, initial speed = 12 m/s
v,final speed =20 m/s
t,time taken to achieve final speed= 6.4 secs
a=v-u/t=8/6.4 m/s^2
Force to be provided
F= 1200*8/6.4 N
Answered by
16
Answer:
Acceleration =( final velocity - initial velocity) /time
a=( 20-12)/6.4 =1.25 m/s^2
Assuming that the air resistance is negligible, we can use this formula Force =mass x acceleration
Plugging values in will give us 1200 x 1.25 = 1500 N
So the force the engine has to provide is 1500 N.
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