A cart of mass 50 kg is moving on a straight track with a speed of 12 m/s. A mass of 10 jg is gently put into the cart. What will be the velocity of the cart.
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Answer:
Mass of cart , M = 50 kg and speed of cart, V = 12m/s
Let mass m=10 kg put into cart with speed v
According to law of conservation of momentum (newton's second law)
MV=mv
50 x 12 = (50+10) x v
v = 10 m/s
now velocity of cart after put 10 kd is 10 m/s
i hope it will help you
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Answered by
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Explanation:
:
Given : -
- a cart with a mass of 12 kg
- traveling at 15 m/s .
- slows down to 11 m/s in 12 seconds.
To Find : -
- What would be the acceleration of the cart?
- What would be the net force on the cart during this time?
Solution : -
we have :
What would be the acceleration of the cart?
v = u + at
Substitute all values :
11 = 15 + a × 12
- 12a = 15 - 11
- 12a = 4
a = - 4 / 12
a = 0.33
What would be the net force on the cart during this time?
We have :
F = ma
F = 12 × 1/3
F =12 /3
F = 4 N
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