A scooter acquires a velocity of 36 km/h in 10 seconds just after the start. It takes 20 seconds to stop. Calculate the acceleration in two cases.
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Answered by
4
v=36km/h
time=10sec =10sec/120sec =(1/12)h
acceleration =v-u/t
=36km/h-0/1/12
=432km/h square
deacceleration =v-u/t
=0-36km/h/t
= -432km/h square
time=10sec =10sec/120sec =(1/12)h
acceleration =v-u/t
=36km/h-0/1/12
=432km/h square
deacceleration =v-u/t
=0-36km/h/t
= -432km/h square
Answered by
2
Answer:
Case 1:
u =0
t =10sec.
v =36km/h =36×5/18 =10m/s
a =v-u/t =10-0/10 =10/10 =1m/s^2
Case 2:
u =36km/h
v =0
t =20sec.
a =v-u/t =0-10/20 = -10/20 = -0.5m/s^2
Explanation:
Hope it helps you
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