HW questions about Forces with ball examples

In summary, the conversation discusses two physics problems and addresses potential errors in the statements provided. The first statement suggests that the racquet exerts a larger force on the ball than vice versa, but this is incorrect as the forces are equal in action and reaction. The second statement incorrectly states that the wall does not experience any acceleration when struck by the ball, when in fact it does move due to Newton's third law of motion. The concept of inertia is also brought up, but it is unclear how it relates to these specific problems and Newton's laws of motion.
  • #1
Avram Bourdeau
2
0
Poster has been reminded to use the HH Template and show their work
Hey all, I'm don't have the firmest grasp on physics and a little help would be much appreciated!

So two questions:
1)a physics student watching a tennis match states, "while the ball is in contact with the racquet, the racquet exerts a larger force on the ball than the ball does on the racquet because the racquet has to stop the ball and then reverse its motion"

What if anything is wrong with this statement?

2) a student observes a rubber ball hitting a wall and rebounding states, "The wall exerts a larger force on the ball than the ball exerts on the wall, because the ball undergoes an acceleration but the wall doesn't move. That is, the ball goes from an initial speed to zero, and then from zero to the rebound speed but the wall does not accelerate since it is stationary the whole time".

What if anything is wrong with this statement?

Thanks in advance!
 
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  • #2
Merely transcribing the problems are insufficient.
You need to show some attempt at the problems.
 
  • #3
Not super sure bout this answer but here goes...

1) The ball and the racquet are exerting the same amount of force, but because the tennis ball has a smaller mass (and is not held) it rebounds; ball hits the racquet=racquet hits the ball.

2) Something to do with inertia? Like, they exert the same force on one another but the wall has more inertia than the ball, and thus does not move?
 
  • #4
Avram Bourdeau said:
Not super sure bout this answer but here goes...

1) The ball and the racquet are exerting the same amount of force, but because the tennis ball has a smaller mass (and is not held) it rebounds; ball hits the racquet=racquet hits the ball.

2) Something to do with inertia? Like, they exert the same force on one another but the wall has more inertia than the ball, and thus does not move?

For (1), even the tennis ball has a larger mass, the ball and the racquet are exerting the same amount of force, this is simply by action and reaction,
m1(v1-u1)=m2(v2-u2)
. While the ball stops and reverse its motion, the speed of the motion of racquet decreases too.

For (2), ''the wall does not accelerate since it is stationary the whole time'' is wrong. The wall has been moved. By action and reaction again, m1(v1-u1)=m2(v2-u2), Let m2 be the mass of the wall, as the wall is connected to the earth, its mass (m2) is immense. Therefore(v2-u2) is very small and it seems like stationary.
 
  • #5
Avram Bourdeau said:
2) Something to do with inertia? Like, they exert the same force on one another but the wall has more inertia than the ball, and thus does not move?
What do you mean by "inertia", exactly? Where does the "inertia" come into Newton's laws of motion?

Did the ball in (2) experience any forces? Did the wall experience any forces? Is Newton's second law relevant at all?
 

1. What is a force?

A force is a push or pull that acts on an object, causing it to accelerate in a particular direction.

2. How do forces affect the motion of a ball?

Forces can cause a ball to start moving, stop moving, change direction, or speed up/slow down. The type and magnitude of the force will determine how the ball's motion is affected.

3. What are some examples of forces acting on a ball?

Examples of forces acting on a ball include gravity, air resistance, friction, and applied forces such as kicking or throwing the ball.

4. How do you calculate the net force on a ball?

The net force on a ball is the sum of all the forces acting on the ball. It can be calculated using the formula Fnet = ma, where Fnet is the net force, m is the mass of the ball, and a is the acceleration of the ball.

5. How does the size and direction of a force affect the motion of a ball?

The size and direction of a force determine the magnitude and direction of the ball's resulting acceleration. A larger force will cause a greater acceleration, and a force in a different direction than the ball's current motion will cause it to change direction.

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