The image you uploaded contains a table with data related to the motion of a car moving on a horizontal surface. Here’s a breakdown of the table:

• The first row represents the time $t(s)$ in seconds.
• The second row represents the position $x(m)$ of the car in meters.
• The third row represents the vertical position $y(m)$ of the car in meters.
• The fourth row gives the velocity $v(m/s)$ in meters per second, although some values are missing and need to be calculated.

To calculate the velocity at each time point, you can use the formula for velocity:

$v = \frac{\Delta x}{\Delta t}$ where $\Delta x$ is the change in position and $\Delta t$ is the change in time. Since the car is moving horizontally, you can focus on the $x$-coordinates to compute the velocity.

Would you like me to calculate the velocity for each time point, or do you need any further analysis? Feel free to ask for additional details.

Here are a few related questions that might be helpful:

1. How do I compute the average velocity over a time interval?
2. What is the acceleration of the car if its velocity changes at different time intervals?
3. How can I represent the car's motion graphically (position vs. time or velocity vs. time)?
4. What is the significance of a car’s velocity being zero in some time intervals?
5. How can we calculate the distance traveled by the car over a period?

Tip: When calculating velocity from data, make sure to use consistent units (meters for distance, seconds for time).