Physics
Grade-8
Easy
Question
What is being depicted in the image:
![](data:image/png;base64,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)
- Law of conservation of momentum
- Law of conservation of acceleration
- Law of conservation of velocity
- Law of conservation of mass
Hint:
- Law of conservation of momentum states that for two or more bodies in an isolated system acting upon each other, their total momentum remains constant unless an external force is applied.
The correct answer is: Law of conservation of momentum
- Law of conservation of momentum states that for two or more bodies in an isolated system acting upon each other, their total momentum remains constant unless an external force is applied.
- The formula for the law of conservation of momentum is: m 1 u 1 + m 2 u 2 = m 1 v 1 + m 2 v 2.
Related Questions to study
Physics
What is missing in this statement?
The sum of momenta of the two objects before collision is equal to the sum of momenta after the collision
What is missing in this statement?
The sum of momenta of the two objects before collision is equal to the sum of momenta after the collision
PhysicsGrade-8
Physics
Mathematically state law of conservation of momentum.
Mathematically state law of conservation of momentum.
PhysicsGrade-8
Physics
Mathematically represent, “The sum of momenta of the two objects before collision is equal to the sum of momenta after the collision, provided there is no external unbalanced force acting on them.”
Mathematically represent, “The sum of momenta of the two objects before collision is equal to the sum of momenta after the collision, provided there is no external unbalanced force acting on them.”
PhysicsGrade-8
Physics
“The sum of momenta of the two objects before collision is equal to the sum of momenta after the collision provided there is no external unbalanced force acting on them.” This statement belongs to:
“The sum of momenta of the two objects before collision is equal to the sum of momenta after the collision provided there is no external unbalanced force acting on them.” This statement belongs to:
PhysicsGrade-8
Physics
A book is kept on a table. Gravity acts on the book and pushes it down. But the book does not go down. Why?
A book is kept on a table. Gravity acts on the book and pushes it down. But the book does not go down. Why?
PhysicsGrade-8
Physics
A book is kept on a table. Newton’s third law applies here.
A book is kept on a table. Newton’s third law applies here.
PhysicsGrade-8
Physics
“A ball falls on the ground and it bounces. Newtons third law applies on it.” Is the statement true or false?
“A ball falls on the ground and it bounces. Newtons third law applies on it.” Is the statement true or false?
PhysicsGrade-8
Physics
A man is playing with a ball. The force applied by the man on the ball is F1. The force applied by the ball on the man is F2. Which of the following is true?
A man is playing with a ball. The force applied by the man on the ball is F1. The force applied by the ball on the man is F2. Which of the following is true?
PhysicsGrade-8
Physics
A bus with a mass of 2500 Kg travelling with an acceleration of 2 m/s2 hits a light pole. What force does the bus experience?
A bus with a mass of 2500 Kg travelling with an acceleration of 2 m/s2 hits a light pole. What force does the bus experience?
PhysicsGrade-8
Physics
A driver hits a tree with a force of 20N. what force does the car experience?
A driver hits a tree with a force of 20N. what force does the car experience?
PhysicsGrade-8
Physics
A football player hits a ball with a force of 25 N. What force does the ball experience?
A football player hits a ball with a force of 25 N. What force does the ball experience?
PhysicsGrade-8
Physics
A person is moving forward while swimming by applying backward force on the water. What is the action force?
A person is moving forward while swimming by applying backward force on the water. What is the action force?
PhysicsGrade-8
Physics
Observe the image. Which law diagrammatically say this?
![](data:image/png;base64,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)
Observe the image. Which law diagrammatically say this?
![](data:image/png;base64,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)
PhysicsGrade-8
Physics
An inflated balloon’s mouth is tied with a thread. The thread is let loose. Newtons third law applies on it. Is the statement true or false?
An inflated balloon’s mouth is tied with a thread. The thread is let loose. Newtons third law applies on it. Is the statement true or false?
PhysicsGrade-8
Physics
A man pushes the wheel of his wheelchair with his hands. Newtons third law applies on it. Is the statement true or false?
A man pushes the wheel of his wheelchair with his hands. Newtons third law applies on it. Is the statement true or false?
PhysicsGrade-8