A particle moving with initial velocity 4 m/s decelerate at constant rate of 2 m/s^ 2 . time after which its velocity become zero is
Answers
Answered by
6
Answer:
2 seconds
Explanation:
a= v-u /t
-2 = 0 - 4/t
t = 0-4/-2
t = 2
Answered by
2
Given : A particle moving with initial velocity 4 m/s decelerate at constant rate of 2 m/s^ 2
To Find : time after which its velocity become zero
Solution:
particle moving with initial velocity 4 m/s
=> Initial Velocity u = 4 m/s
decelerate at constant rate of 2 m/s2
=> a = - 2 m/s² ( negative sign shows deceleration )
Apply formula
V = u + at
V = Final Velocity
t = time
Velocity becomes zero hence V = 0
=> 0 = 4 - 2 * t
=> 2t = 4
=> t = 2
After 2 secs velocity become zero
Learn More:
V=u+at u=2 a
https://brainly.in/question/13625067
in the diagram below the vectors U and V are at right angle to each ...
https://brainly.in/question/10126960
Similar questions