a car of mass 500 kg is moving with a velocity of 36kilo metre per hour when brakes applied it stop with uniform negative acceleration at a distance of 150 calculate the force applied by the brakes of the car and the workdone before stopping ???
vickeydey:
can u just say what is the unit of the distance 150
Answers
Answered by
1
m=500 kg
u=30kmph=10m/sec
v= 0
a = ?
s = 150 mtr
from,
v×v - u×u = 2as
0 - 100 = 300a
a= -100÷300
= - 0.33 m/sec^2
[-] indicates opposite direction
Force applied by brakes = m × a
=500 × 0.33
=165N
Work done = F×S
= 165×150=24750J
u=30kmph=10m/sec
v= 0
a = ?
s = 150 mtr
from,
v×v - u×u = 2as
0 - 100 = 300a
a= -100÷300
= - 0.33 m/sec^2
[-] indicates opposite direction
Force applied by brakes = m × a
=500 × 0.33
=165N
Work done = F×S
= 165×150=24750J
Answered by
2
Given:
mass=m=500kg
u=36km/hrx5/18=10m/s
v=0 m/s
S=150m
V²-u²=2as
0-10x10=2a*150
a=-100/300=-0.33m/s²
Force=?
Force=F=m*a=500*(-0.33)=-165N
Therefore a forec of 165 N acts in opposite direction.
Workdone=Forcex displacement=165x150=24750J
mass=m=500kg
u=36km/hrx5/18=10m/s
v=0 m/s
S=150m
V²-u²=2as
0-10x10=2a*150
a=-100/300=-0.33m/s²
Force=?
Force=F=m*a=500*(-0.33)=-165N
Therefore a forec of 165 N acts in opposite direction.
Workdone=Forcex displacement=165x150=24750J
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