Physics
Grade-7
Easy
Question
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
![straight m over 5](data:image/png;base64,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)
![KE over 5](data:image/png;base64,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)
- 5 KE
![KE over 25](data:image/png;base64,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)
- 25 KE
Hint:
KE/5
The correct answer is: ![KE over 5](data:image/png;base64,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)
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Physics
![](data:image/png;base64,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)
What is the value of the kinetic energy when the velocity of the object is
54 Km/h
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)
What is the value of the kinetic energy when the velocity of the object is
54 Km/h
PhysicsGrade-7
Physics
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)
What is the value of the kinetic energy when the velocity of the object is
36 Km/h
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)
What is the value of the kinetic energy when the velocity of the object is
36 Km/h
PhysicsGrade-7
Physics
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)
What is the value of the kinetic energy when the velocity of the object is
18 Km/h
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)
What is the value of the kinetic energy when the velocity of the object is
18 Km/h
PhysicsGrade-7
Physics
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes v/2
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes v/2
PhysicsGrade-7
Physics
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
5 m
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
5 m
PhysicsGrade-7
Physics
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
![straight m over 3](data:image/png;base64,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)
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
![straight m over 3](data:image/png;base64,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)
PhysicsGrade-7
Physics
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes 2v
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes 2v
PhysicsGrade-7
Physics
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes 4v
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes 4v
PhysicsGrade-7
Physics
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes v/4
What is the new kinetic energy of a body of mass m, moving at a velocity, v, when its velocity becomes v/4
PhysicsGrade-7
Physics
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
3 m
Direction : What is the new kinetic energy of an object of mass m when its mass becomes
3 m
PhysicsGrade-7
Physics
Which one of the two bodies shown below has more kinetic energy when velocity is constant?
![](data:image/png;base64,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)
Which one of the two bodies shown below has more kinetic energy when velocity is constant?
![](data:image/png;base64,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)
PhysicsGrade-7
Physics
Identify the odd one out.
Identify the odd one out.
PhysicsGrade-7
Physics
Kinetic energy is
Kinetic energy is
PhysicsGrade-7
Physics
Mass is ____ proportional to the kinetic energy.
Mass is ____ proportional to the kinetic energy.
PhysicsGrade-7
Physics
What is the mass of the dark blue-colored car?
![](data:image/png;base64,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)
What is the mass of the dark blue-colored car?
![](data:image/png;base64,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)
PhysicsGrade-7