A particle has initial velocity of 17 ms-1
towards east and constant acceleration of 2ms-2
due west. The
distance covered by it in 9 th second of motion is :
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Answer:
1/2 m
0 m
Explanation:
A particle has initial velocity of 17 ms-1 towards east and constant acceleration of 2ms-2 due west. The distance covered by it in 9 th second of motion is :
Initial Velocity = 17 m/s
Acceleration = 2 m/s² West = -2 m/s² East
Velocity after 8 sec = 17 -2*8 = 1 m/s Towards East
Velocity after 9 Sec = 17 - 2*9 = -1 m/s => 1 m/s Towards West
So Particle direction changes between 8 to 9 sec
Velocity become = 0 at 17/2 = 8.5 Sec
Distance between 8 to 8.5 sec
0² - 1² = 2*(-2)S
=> S = 1/4 m
Distance between 8.5 to 9 sec
= (-1)² - 0² = 2(-2)S
=> S = -1/4 m
Distance Covered = 1/4 + 1/4 = 1/2 m
Displacement = 1/4 - 1/4 = 0 m
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