a body starts rolling over a horizontal surface with an initial velocity of 0.5 m/s due to the friction its velocity decreases at the rate of 0.05 m/s2 how much time will it take for the body to stop (9th standard method)
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Answered by
30
Here the formula to be taken is v is equal to u plus a multiplied to t
We have to find t or time
So, 0 = 0.5 plus (-0.05) multiplied by t
Then t is equal to – 0.5 divided by -0.05
Straightly, the answer is 10 that means time taken for the body to stop is 10 seconds
We have to find t or time
So, 0 = 0.5 plus (-0.05) multiplied by t
Then t is equal to – 0.5 divided by -0.05
Straightly, the answer is 10 that means time taken for the body to stop is 10 seconds
Answered by
19
u=0.5 m/s
a=-0.05 m/s²
v=0
By first equation of motion, we have:
v=u+at
0=0.5-0.05t
0-0.5=-0.05t
-0.5=-0.05t
0.5/0.05=t
50/5=t
10 s=t
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