A body starts from rest and travels with uniform acceleration of 3m/s^2 and then decelerates at uniform rate of 2m/s^2 again to come down to rest if the total time of journey is 10 seconds then find the maximum velocity during the journey and total displacement
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1
(3-2)m/s^2=1m/s^2
1*10=10
1*10=10
Answered by
10
u = 0
a1 = 3m/s^2
a2 = 2m/s^2
t = 10s
First apply
V = u + a1 t
v = 0 +3t
v = 3t eq1
Again it reaches to Velocity 0 after (10 -t) s
so
V = u + a2t
By eq1 v = 3t
0 = 3t - 2(10 - t)
-3t = -20 + 2t
t = 20s
Now bY eq 1.
V = 3t
= 3 × 20
= 60m/s
Thanks
a1 = 3m/s^2
a2 = 2m/s^2
t = 10s
First apply
V = u + a1 t
v = 0 +3t
v = 3t eq1
Again it reaches to Velocity 0 after (10 -t) s
so
V = u + a2t
By eq1 v = 3t
0 = 3t - 2(10 - t)
-3t = -20 + 2t
t = 20s
Now bY eq 1.
V = 3t
= 3 × 20
= 60m/s
Thanks
shivanimachewapagsot:
Thanku
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