A car of mass 1800 kg moving with a speed of 10 m/s is brought to rest after covering a distance of 50 m calculate the force acting on the car
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Answered by
5
Using third law of 1d kinematics,
v^2-u^2=2as
Given,
s=50m; v=0; u=10m/s
Then,
v^2-u^2=2as
0-(10)^2=2a(50)
a= -1m/s
Force=mass×acceleration, (or) Force=mass×deceleration
Therefore,
Deceleration= -1m/s^2
Deceleration= -(acceleration)
Force=mass×deceleration
=1800×1
=1800N
Force will be acting in opposite direction to displacement of the car.
v^2-u^2=2as
Given,
s=50m; v=0; u=10m/s
Then,
v^2-u^2=2as
0-(10)^2=2a(50)
a= -1m/s
Force=mass×acceleration, (or) Force=mass×deceleration
Therefore,
Deceleration= -1m/s^2
Deceleration= -(acceleration)
Force=mass×deceleration
=1800×1
=1800N
Force will be acting in opposite direction to displacement of the car.
Answered by
4
V²-u²=2as
-100= 2×50×a
a= -1 m/sec
F=ma
1800× -1
= - 1800 N
HOPE HELPS ✌️✌️
-100= 2×50×a
a= -1 m/sec
F=ma
1800× -1
= - 1800 N
HOPE HELPS ✌️✌️
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