The table appears to involve variables commonly used in motion-related physics problems, such as:

• $x$ = displacement (position),
• $v_0$ = initial velocity,
• $v_1$ = final velocity,
• $t$ = time,
• $a$ = acceleration.

In this context, the problem asks for the value of $X$, likely based on equations of motion. To solve for $X$, I would need to apply one of the kinematic equations, depending on which values are known.

For constant acceleration, the kinematic equation that relates these variables is: $v_1 = v_0 + a \cdot t$ or $x = v_0 \cdot t + \frac{1}{2} a \cdot t^2$

Let's focus on the row where $X$ is missing and use the information from that row to solve for it.

Row for $X$ contains:

• $v_0 = 5$
• $v_1 = 10$
• $t = 10$
• $a = 0$

Because acceleration is zero, this means the velocity is constant. Therefore, displacement $X$ can be calculated using: $X = v_0 \cdot t = 5 \cdot 10 = 50$

It seems that the provided multiple-choice answers (1, 9, 25, 6, 0) don't include 50. Could you double-check the values or let me know if further details are needed for a different approach?

Would you like me to further explore the table or check another method?