Physics
Grade-8
Easy
Question
Identify the Newton’s law as per the information provided.
“A force is required to change the state of motion of a body.”
- Newtons’ zeroth law
- Newton’s first law
- Newton’s second law
- Newton’s force law
Hint:
1st law of motion
The correct answer is: Newton’s first law
- A force is required to change the state of motion of a body.
- The given statement refers to Newton's first law of motion.
- Also known as law of inertia.
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Who proved Aristotle wrong by using concept shown in the following diagram?
![](data:image/png;base64,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)
Who proved Aristotle wrong by using concept shown in the following diagram?
![](data:image/png;base64,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)
PhysicsGrade-8
Physics
Sonam wrote these points.
A) They cause a change in the speed and position of an object.
B) They are not equal in magnitude.
C) They cause a change in the shape and the size of an object.
D) She forgot to write the heading. Choose an apt heading for the same.
Sonam wrote these points.
A) They cause a change in the speed and position of an object.
B) They are not equal in magnitude.
C) They cause a change in the shape and the size of an object.
D) She forgot to write the heading. Choose an apt heading for the same.
PhysicsGrade-8
Physics
An object experiences force from different directions. There is a change in the shape of the object. Force experience is a
An object experiences force from different directions. There is a change in the shape of the object. Force experience is a
PhysicsGrade-8
Physics
Identify the incorrect statement.
Identify the incorrect statement.
PhysicsGrade-8
Physics
What is the unit of force?
What is the unit of force?
PhysicsGrade-8
Physics
Inertia has no units. This statement is ___.
Inertia has no units. This statement is ___.
PhysicsGrade-8
Physics
A water tank filled with water to half its capacity is kept on a truck that is moving with constant velocity in the North direction. The driver applies a sudden break, the water in the tank would ____.
A water tank filled with water to half its capacity is kept on a truck that is moving with constant velocity in the North direction. The driver applies a sudden break, the water in the tank would ____.
PhysicsGrade-8
Physics
The mass of a man is 5 Kg and the mass of a stone is 65Kg. Which of the two has greater inertia?
The mass of a man is 5 Kg and the mass of a stone is 65Kg. Which of the two has greater inertia?
PhysicsGrade-8
Physics
People sitting in a moving bus experience a jerk when the bus stops. This is due to ____.
People sitting in a moving bus experience a jerk when the bus stops. This is due to ____.
PhysicsGrade-8
Physics
The law of inertia follows?
The law of inertia follows?
PhysicsGrade-8
Physics
Which of the following has the smallest inertia?
Which of the following has the smallest inertia?
PhysicsGrade-8