1.What Kind of Quantity Is Force?
- Force is a vector quantity
- The quantities that have both magnitude and direction are called vector quantities.
2.Categorize the Following Into Types of Forces.
- Inertia
- Force Exerted by a Charged Body on Another Charged or Uncharged Body.
- The Force That Pulls Every Object Towards the Earth.
- The Force That Attracts a Fridge Magnet Towards the Wall of the Fridge.
- The Force That Helps in Skiing.
- The Force That Is Applied on a Hand Pump to Collect Water.
- Not a force.
- Electrostatic force.
- Gravitational force.
- Magnetic force.
- Frictional force.
- Mechanical force.
3.What Is Inertia?
- Inertia is the property of an object by virtue of which it either remains in a static state or uniform motion.
- Uniform motion can be defined as the motion of an object where it covers equal distances in equal time intervals.
4.What for Sir Isaac Newton is Famous?
- Sir Isaac Newton was a famous scientist who worked on force and gravity.
- He invented calculus and the theory of universal gravity and coined three laws of motion.
- He also invented the reflecting telescope that can form an image with the help of reflecting mirrors.
5.What Is Centrifugal Force? Give Examples.
- The centrifugal force is an apparent force felt on an object when moving in a circular path.
- Example- Sensation of force felt while we sit in a merry-go-round moving in a circular direction is due to the centrifugal force.
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)
6.Arrange the Following Animals in Ascending Order According to Their Inertia.
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Why is the magnitude of inertia different among all these animals?
- Inertia exerted by a body or object is directly proportional to its mass.
- The more the mass, the more inertia is exerted by it.
- Hence, the order of the animals in ascending sequence would be Ant< Caterpillar< Lizard< Cat< Bear< Elephant.
7.Why Are Bogies of Trains Provided With Buffers?
Bogies of trains are provided with buffers because those increase the impact of jerking between two bogies, preventing the sudden jerking of the passengers sitting inside.
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)
8.Why Do Two Thermocol Balls Always Move Away From Each Other?
- Two thermocol balls move away from each other because electrostatic force acts on those balls.
- As both balls have similar charges in their bodies, they repel each other.
9.What Are the Poles of a Magnet?
- The ends of the magnet are termed poles.
- A magnet has two poles, a north pole and a south pole.
- The same poles of a magnet repel each other.
- The opposite poles of a magnet attract each other.
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)