dorian_stokes said:I'm trying not to use the exact question.
What do you think it would be? If a box with mass m is sitting on a horizontal surface, what do you think the normal force is between the box and the surface?dorian_stokes said:What is the Normal force between the two boxes?
The contact force when pushing a box can be calculated using the formula F = μN, where F is the contact force, μ is the coefficient of friction, and N is the normal force. The coefficient of friction depends on the material of the box and the surface it is being pushed on, while the normal force is equal to the weight of the box.
Static friction is the force that must be overcome to set an object in motion, while kinetic friction is the force that opposes the motion of an object. In the case of pushing a box, static friction is the initial force required to start moving the box, while kinetic friction is the force that must be continuously applied to keep the box in motion.
The weight of the box directly affects the normal force, which in turn affects the contact force. The greater the weight of the box, the greater the normal force and therefore the greater the contact force needed to push the box. This is why it is easier to push a lighter box compared to a heavier one.
Yes, the coefficient of friction can change depending on the surface the box is being pushed on. For example, pushing a box on a smooth surface will have a lower coefficient of friction compared to pushing the same box on a rough surface. Additionally, the coefficient of friction can also change if the material of the box or the surface is altered in any way.
Yes, there are other factors that can affect the contact force when pushing a box. These include the angle at which the force is applied, the speed at which the box is being pushed, and the presence of any external forces such as wind or inclines. These factors can impact the overall force required to push the box and should be taken into consideration when calculating the contact force.