A car moving with speed of 40km/hr can be stopped by applying brakes after atleast 2m if the same car is moving a speed of 80km/hr what is minimum stopping distance
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A car moving with speed=40km/hr
Stopped by applying brake=2m
same car moving at speed= 80km/hr
stopped by applying brake=?
=80/40
=2m
therefore it requires same brake to stop the car.
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Stopped by applying brake=2m
same car moving at speed= 80km/hr
stopped by applying brake=?
=80/40
=2m
therefore it requires same brake to stop the car.
PLZZ MARK ME AS BRAINLIEST
I EXPECT IT WITH YOU.. THANKS
Answered by
2
Answer:
The least stopping distance of the car is 8 m
Explanation:
Let the acceleration of the car is a
Initial speed u =40 km/h
Final speed v = 0
Stopping distance s = 2 m = 0.002 km
Therefore, by using the third equation of motion
v^2=u^2-2as
0= 40^2-2 x a x 0.002
a=4x10^5 km/h²
Now if the initial velocity u' = 80 km/h
Then, again from the third equation of motion
s'=u^2/2a
s'=80x80/2x4x10^5
s'=8x10^-3km
or s'=8m
Therefore, the stopping distance will be 8 m
Hope this answer is helpful.
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