Question
“More is the pressure exerted on the surface, more will be the friction.”
- True
- False
Hint:
- The expression for the frictional force is given as,
F![equals mu N](data:image/png;base64,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)
Where, μ is the coefficient of friction and N is the normal force acting between the body and the surface.
F
Where, μ is the coefficient of friction and N is the normal force acting between the body and the surface.
The correct answer is 'True'.
- The expression for the frictional force is given as,
F![equals mu N](data:image/png;base64,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)
Where, μ is the coefficient of friction and N is the normal force acting between the body and the surface.
- So more the pressure more will be the N hence more will be the friction
- hence above statement is true
F
Where, μ is the coefficient of friction and N is the normal force acting between the body and the surface.
Related Questions to study
A car is turning on a turn and suddenly a pool of water appears on the road. Which diagram best shows how the pool of water will affect the path of the car after the car goes through it.
![](data:image/png;base64,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)
A car is turning on a turn and suddenly a pool of water appears on the road. Which diagram best shows how the pool of water will affect the path of the car after the car goes through it.
![](data:image/png;base64,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)
Sameer is riding his mountain bike. Where does he require less friction?
Sameer is riding his mountain bike. Where does he require less friction?
Smrita is climbing a mountain. How much friction does she need?
Smrita is climbing a mountain. How much friction does she need?
Jack is going skiing. How much friction does he need?
Jack is going skiing. How much friction does he need?
How does friction affect speed?
Friction is the force opposing one solid object's movement over another. Four categories of friction exist fluid friction, rolling friction, sliding friction, and static friction.
¶The frictional force keeps our feet planted on the ground when we walk on or on the floor. As a result, we frequently slip on icy or slippery surfaces because there is less friction.
¶According to scientists, friction is caused by the interactions of tiny bumps on surfaces as they rub against each other. The bumps on each surface bend and exert force on each other, making it difficult for the surfaces to slip over each other.
How does friction affect speed?
Friction is the force opposing one solid object's movement over another. Four categories of friction exist fluid friction, rolling friction, sliding friction, and static friction.
¶The frictional force keeps our feet planted on the ground when we walk on or on the floor. As a result, we frequently slip on icy or slippery surfaces because there is less friction.
¶According to scientists, friction is caused by the interactions of tiny bumps on surfaces as they rub against each other. The bumps on each surface bend and exert force on each other, making it difficult for the surfaces to slip over each other.