A body starts from rest and attains a velocity of 12m/s in 30 seconds. If the final velocity becomes 8m/s, what will be the deceleration after 5 seconds?
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Answered by
30
hey mate...
u=0 v=12m/S t=30 sec a=v-u/t =12-0/30 =12/30 =0.4m/s"2 N
ow retardation =v=8 m/S
u=12m/S t=S a=v-u/t
=8-12/5
=-4/5
=-0.8 m/s"2
u=0 v=12m/S t=30 sec a=v-u/t =12-0/30 =12/30 =0.4m/s"2 N
ow retardation =v=8 m/S
u=12m/S t=S a=v-u/t
=8-12/5
=-4/5
=-0.8 m/s"2
Answered by
0
The deceleration will be 0.8 m /s^2.
Given :
A body starts from rest and attains a velocity of 12m/s
Time = 30s
To find :
The deceleration after 5 secs when final velocity becomes 8m/s
Solution :
We know,
v = u + at
where v is final velocity , u is initial velocity , a is acceleration and t is the time taken
In the given question , v = 12 m/s , u = 0 m/s t = 30secs
Hence,
12 = 0 + a × 30
=> 12 = 30a
=> a = 12/30
=> a = 4/10
=> a = 2/5 m/s^2
On retardation ,
v = 8m/s
t = 5 s
u = 12 m/s
Hence, 8 = 12 + a×5
8 = 12 + 5a
=> 5a = 8 - 12
=> a = -4/5 ( negative sign indicates negative acceleration )
= 0.8
Hence , the deceleration will be 0.8 m /s^2.
#SPJ3
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