A ball of mass 5 kg hangs from a spring and oscillates with a time period of 2 sec. If the ball is removed, the spring shortens by
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3
Here,
Time taken = 2 pi × m × k
= 2 pi 5 × k
k = 5 N/m
Now,
Let length be x, so
Kx = mg
Therefore,
M × g = 5 × 2 = 10 N
Time taken = 2 pi × m × k
= 2 pi 5 × k
k = 5 N/m
Now,
Let length be x, so
Kx = mg
Therefore,
M × g = 5 × 2 = 10 N
Answered by
2
For a spring-mass system the time period of the system is
T=2πmk−−√⇒2π=2π5k−−√⇒k=5 N/m
Let the length of the spring decreases by x m.
Then
kx=mg⇒5x=5×10⇒x=10 m
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