Physics
Grade-10
Easy
Question
Force is applied to an object of mass 2 Kg at rest such that it acquires a speed of 50m/s after 2 seconds. What is the net force applied?
- 12.5 N
- 500 N
- 50 N
- 625 N
Hint:
F=ma
The correct answer is: 50 N
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![](data:image/png;base64,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)
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Which law is being depicted by the image?
![](data:image/png;base64,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)
Which law is being depicted by the image?
![](data:image/png;base64,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)
PhysicsGrade-10
Physics
A fielder pulls his hand backward while catching a cricket ball coming with a great speed to reduce the rate of change of momentum of the ball with a little delay.
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)
Which law is being followed here?
A fielder pulls his hand backward while catching a cricket ball coming with a great speed to reduce the rate of change of momentum of the ball with a little delay.
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)
Which law is being followed here?
PhysicsGrade-10
Physics
![](data:image/png;base64,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)
What is the acceleration of the box?
![](data:image/png;base64,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)
What is the acceleration of the box?
PhysicsGrade-10
Physics
Suppose that a sled is accelerating at a rate of 6 m/s2. If the net force is tripled and the mass is doubled, then what is the new acceleration of the sled?
Suppose that a sled is accelerating at a rate of 6 m/s2. If the net force is tripled and the mass is doubled, then what is the new acceleration of the sled?
PhysicsGrade-10
Physics
The boat moves back as the person steps out of the boat. This is due to _______.
The boat moves back as the person steps out of the boat. This is due to _______.
PhysicsGrade-10
Physics
We can sit on a chair and not get pulled towards the earth due to gravitational force. This is due to _____.
We can sit on a chair and not get pulled towards the earth due to gravitational force. This is due to _____.
PhysicsGrade-10
Physics
Suppose that a sled is accelerating at a rate of 4 m/s2. If the net force is tripled and the mass is halved, then what is the new acceleration of the sled?
Suppose that a sled is accelerating at a rate of 4 m/s2. If the net force is tripled and the mass is halved, then what is the new acceleration of the sled?
PhysicsGrade-10
Physics
A large train takes a turn but the passengers do not tilt towards any side. This is because _____.
A large train takes a turn but the passengers do not tilt towards any side. This is because _____.
PhysicsGrade-10