A particle is thrown vertically upwards with velocity 30m/s .The distance covered by the particle in 9th second(g=10m/s2)
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a particle is thrown vertically upwards with velocity 30 m/s .
so, time taken to reach maximum height ;
v =u + at
0 = 30 - 10t
t = 3sec
here in question, didn't mention about collision is elastic or inelastic . so, we have to assume body just make round trip then rest.
hence, body moves only 6 sec { 3 sec for upward direction and 3 sec for downward direction }
after that body becomes rest.
so, distance covered by particle in 9th sec = 0.
so, time taken to reach maximum height ;
v =u + at
0 = 30 - 10t
t = 3sec
here in question, didn't mention about collision is elastic or inelastic . so, we have to assume body just make round trip then rest.
hence, body moves only 6 sec { 3 sec for upward direction and 3 sec for downward direction }
after that body becomes rest.
so, distance covered by particle in 9th sec = 0.
Answered by
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Given:
Velocity = 30 m/s
g = 10 m/s^2
To find:
The distance covered by the particle in 9th second
Solution:
According to the laws of motion,
v =u + at
where,
v - Final velocity
u - Initial velocity
a - acceleration due to gravity(g)
Hence,
0 = 30 - 10t
t = 3 s
The particle goes up and comes down to rest.
The time taken to go up = 3 s
The time taken to come down = 3 s
The is at rest after 6 s.
Hence, it does not move anymore.
The distance covered by the particle in 9th sec = 0.
It is at rest.
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