at the end of a race,a runner decelerates from a velocity of 9m/s at a rate of 2m/s^-2.
(a)how far does he travel in the next 5s?
(b)what is his final velocity ?
(c)how much time will it take to finally stop ?
Answers
Answered by
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Hii...
Here is your answer..
Solution:-
Initial velocity=9m/s
Acceleration= -2m/s^2
Distance travelled in 5 sec=?
We'll find it by using equation:-


a) Distance travelled in 5 sec =20m
Now,
B) Final velocity=?

C)Time taken to stop=

Hope it helps uh...✌️✌️✌️
Here is your answer..
Solution:-
Initial velocity=9m/s
Acceleration= -2m/s^2
Distance travelled in 5 sec=?
We'll find it by using equation:-
a) Distance travelled in 5 sec =20m
Now,
B) Final velocity=?
C)Time taken to stop=
Hope it helps uh...✌️✌️✌️
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