Physics
Grade-10
Easy
Question
Which of these is the unit for centripetal force?
- J
- N
- W
- Ergs
Hint:
The centripetal force is always directed perpendicular to the direction of the object's displacement.
The correct answer is: N
The unit of centripetal force is newton.The centripetal force is always directed perpendicular to the direction of the object's displacement. Using Newton's second law of motion, it is found that the centripetal force of an object moving in a circular path always acts towards the centre of the circle.
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Which of the following depicts the speed of the ball moving in a uniform circular path?
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)
Which of the following depicts the speed of the ball moving in a uniform circular path?
![](data:image/png;base64,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)
PhysicsGrade-10
Physics
Which represents the acceleration of the ball moving in a uniform circular path.
![](data:image/png;base64,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)
Which represents the acceleration of the ball moving in a uniform circular path.
![](data:image/png;base64,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)
PhysicsGrade-10
Physics
On which factor does the centripetal force not depend?
On which factor does the centripetal force not depend?
PhysicsGrade-10
Physics
What is the angle between the velocity vector and the centripetal force?
What is the angle between the velocity vector and the centripetal force?
PhysicsGrade-10
Physics
Which Newton’s law is responsible for centripetal force?
Which Newton’s law is responsible for centripetal force?
PhysicsGrade-10
Physics
Centripetal force points towards the:
Centripetal force points towards the:
PhysicsGrade-10
Physics
What is the rate of change of momentum of the following box.
![](data:image/png;base64,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)
What is the rate of change of momentum of the following box.
![](data:image/png;base64,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)
PhysicsGrade-10
Physics
Seat belts are used to prevent injuries in case of fast-moving car as seat belts increase the time duration thus decreasing the effect.
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)
Which law is being followed here?
Seat belts are used to prevent injuries in case of fast-moving car as seat belts increase the time duration thus decreasing the effect.
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)
Which law is being followed here?
PhysicsGrade-10
Physics
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?
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?
PhysicsGrade-10
Physics
An object of mass 50 Kg acquires the final velocity of 7 m/s from 5 m/s after 2 seconds. What is the net force applied?
An object of mass 50 Kg acquires the final velocity of 7 m/s from 5 m/s after 2 seconds. What is the net force applied?
PhysicsGrade-10
Physics
A person kicks a ball, and the ball changes its direction. This is the inertia of direction.
This statement is
A person kicks a ball, and the ball changes its direction. This is the inertia of direction.
This statement is
PhysicsGrade-10
Physics
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What is the time taken to move a box 16 m from rest if a force of 5 N is applied?
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What is the time taken to move a box 16 m from rest if a force of 5 N is applied?
PhysicsGrade-10