a person hits tennis balls with . 0 5 8 kg against a wall. average components of balls velocity perpendicular to the wall is
Answer
Finding the Average Velocity Component Perpendicular to the Wall
Let’s analyze the physics behind a person hitting tennis balls of mass 0.058 kg against a wall. We are interested in finding the average component of the ball’s velocity that is perpendicular to the wall.
🎾 Given:
Mass of the tennis ball, m = 0.058 kg
The problem focuses on the component of velocity perpendicular to the wall.
Mass of the tennis ball, m = 0.058 kg
The problem focuses on the component of velocity perpendicular to the wall.
🧠 Note: To determine the average perpendicular velocity, we need either:
- Initial and final velocities (before and after hitting the wall)
- Impulse and time
- Force and time of contact
🚨 Conclusion:
To calculate the average velocity component perpendicular to the wall, we need more information — such as initial and final velocities or the impulse provided to the ball. The mass alone is not enough.
To calculate the average velocity component perpendicular to the wall, we need more information — such as initial and final velocities or the impulse provided to the ball. The mass alone is not enough.
Once such values are available, the formula to use would be:
vavg = Δx / Δt
or, in the case of impulse: Impulse = m × Δv
or, in the case of impulse: Impulse = m × Δv
Feel free to provide the missing data like the speed of the ball before and after hitting the wall or time interval — and we’ll calculate it instantly!