- A$7\ N$
- BGreater than $7\ N$
- ✓Less than $7\ N$
- D$14\ N$
Sliding friction is less than the friction that builds up before sliding, i.e., static friction. Hence, sliding friction is less than $7\ N.$
Sliding friction is less than the friction that builds up before sliding, i.e., static friction. Hence, sliding friction is less than $7\ N.$
The static friction is always greater than sliding friction.
The static friction > Sliding Friction > Rolling friction.
The force of friction acts opposite to the direction of applied force. Since, friction is acting along $P$, so the force must have been applied in the direction of $R.$
Friction plays an important role in life. Friction has disadvantages as well as advantages. One of the disadvantages of friction is the wearing out of shoes when used for a long time. The reason for this is the heat developed by friction between the shoes and the ground surface while walking.
| Advantage of Friction | Disadvantage of Friction |
| Walking on a surface | Writing on a blackboard |
| Flying of an airplane | Wearing out of a shoe |
| Wearing out of a shoe |
| Advantage of Friction | Disadvantage of Friction |
| Flying of an airplane | Writing on a blackboard |
| Wearing out of a shoe | Applying brake on a moving car |
| Walking on a surface |
| Advantage of Friction | Disadvantage of Friction |
| Applying brake on a moving car | Flying of an airplane |
| Writing on a blackboard | Wearing out of a shoe |
| Walking on a surface |
| Advantage of Friction | Disadvantage of Friction |
| Applying brake on a moving car | Flying of an airplane |
| Writing on a blackboard | Walking on a surface |
| Wearing out of a shoe |
| Advantage of Friction | Disadvantage of Friction |
| Applying brake on a moving car | Flying of an airplane |
| Writing on a blackboard | Wearing out of a shoe |
| Walking on a surface |
The force of friction on a body sliding on a horizontal surface is, $F = m$ mg Given,
$\text{F}=30\text{N},\ \text{mg}=50\text{N}$
$\mu=\frac{\text{F}}{\text{mg}}=\frac{30}{50}=0.6$
The force of friction will be from left to right $(-4)$ because the friction force always acts in opposite direction to the motion.
Sliding friction is always greater than rolling friction. Box $II$ is sliding on the ground because of the force applied by Shyam. Box $I$ is rolling on wheels because of the force applied by Ram. Hence, Shyam has to apply a greater force to maintain a steady motion of his box.
|
Surface
|
$M$
|
$N$
|
$O$
|
$P$
|
|
Force Needed (N)
|
$670$
|
$570$
|
$320$
|
$500$
|
Friction opposes the motion of an object. For surface $O$, force needed to push the box is least i.e., $320N$, so it has least friction.