A car of mass 2500 KG travelling at a speed of 40 m/s stops after covering a distance. of 50m calculate the force exerted by the brakes and also the work done by the brakes
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Answered by
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F=ma
m=2500kg
a=?
but wkt
u=40mps
v=0
so=50
by 3rd equation of motion
v^2=u^2+2aS
so,
o=1600-x(100)
x=1600/100
x=a=-16mps^2
if
F=ma
F=2500(-16)
F= -40,000 Newton
(-ve) sing denetos that force is applied in the opposite direction of motion.
m=2500kg
a=?
but wkt
u=40mps
v=0
so=50
by 3rd equation of motion
v^2=u^2+2aS
so,
o=1600-x(100)
x=1600/100
x=a=-16mps^2
if
F=ma
F=2500(-16)
F= -40,000 Newton
(-ve) sing denetos that force is applied in the opposite direction of motion.
Answered by
0
Answer:
F=ma
m=2500kg
a=?
but wkt
u=40mps
v=0
so=50
by 3rd equation of motion
v^2=u^2+2aS
so,
o=1600-x(100)
x=1600/100
x=a=-16mps^2
if
F=ma
F=2500(-16)
F= -40,000 Newton
(-ve) sing denotes that force is applied in the opposite direction of motion.
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