what’s the initial and final height of the ball? ### Projectile Motion ProblemThis question is similar to a typical homework question. Answering it will help you with your lab. A ball rolls off of a table with height \( h = 1.40 \) m with a horizontal velocity of \( v_{x0} = 5.00 \) m/s. Ultimately we want to know what horizontal distance from the edge of the table does the ball hit the floor (in other words, what is the ball’s range, \( x \))? Assume upwards and to the right are the positive directions, and the origin is on the floor at the edge of the table.### Diagram ExplanationThe diagram provided shows a ball rolling off a horizontal table. A sequence of dots represents the ball’s trajectory as it falls, indicating the parabolic path typical in projectile motion. The table height is labeled as \( h \), and the horizontal distance the ball travels before hitting the ground is labeled as "range \( x \)". The horizontal velocity is labeled \( v_{x0} \).### Problem StatementA ball rolls off the edge of a table that is 1.40 meters tall with a horizontal velocity of 5.00 m/s. If the ground is measured at 0 meters and the table is considered to be in the positive \( y \) direction:1. **What is the initial height (\( y_0 \)) of the ball?** - [Choose …]2. **What is the final height (\( y_f \)) of the ball?** - [Choose …]

Since you only want initial and final y-coordinates, we wont solve for x , however the initial and…

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what’s the initial and final height of the bal

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what’s the initial and final height of the ball?

### Projectile Motion Problem

This question is similar to a typical homework question. Answering it will help you with your lab. A ball rolls off of a table with height \( h = 1.40 \) m with a horizontal velocity of \( v_{x0} = 5.00 \) m/s. Ultimately we want to know what horizontal distance from the edge of the table does the ball hit the floor (in other words, what is the ball’s range, \( x \))? Assume upwards and to the right are the positive directions, and the origin is on the floor at the edge of the table.

### Diagram Explanation
The diagram provided shows a ball rolling off a horizontal table. A sequence of dots represents the ball’s trajectory as it falls, indicating the parabolic path typical in projectile motion. The table height is labeled as \( h \), and the horizontal distance the ball travels before hitting the ground is labeled as "range \( x \)". The horizontal velocity is labeled \( v_{x0} \).

### Problem Statement
A ball rolls off the edge of a table that is 1.40 meters tall with a horizontal velocity of 5.00 m/s. If the ground is measured at 0 meters and the table is considered to be in the positive \( y \) direction:

1. **What is the initial height (\( y_0 \)) of the ball?**
- [Choose …]

2. **What is the final height (\( y_f \)) of the ball?**
- [Choose …]

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