The image you uploaded appears to be a geometry problem where you're asked to solve for $x$ in the equation involving angles and lines.

The diagram shows two lines intersecting, forming angles. The equation given is $13x - 3$, and the angle shown is $75^\circ$.

To solve for $x$, you need to use the fact that the angles on a straight line sum up to $180^\circ$.

Here’s how we can approach it:

1. The given angle is $75^\circ$.
2. The expression $13x - 3$ represents the other angle formed by the lines.
3. These two angles are supplementary, meaning they add up to $180^\circ$.

So, the equation we can set up is:

$13x - 3 + 75 = 180$

Now, solve for $x$:

1. Combine like terms:

$13x - 3 + 75 = 180 \implies 13x + 72 = 180$

2. Subtract 72 from both sides:

$13x = 180 - 72 \implies 13x = 108$

3. Divide both sides by 13:

$x = \frac{108}{13} \approx 8.31$

However, this result doesn't match any of the given options in the multiple choice. Could you check if the options or values are correctly displayed, or perhaps if there's another part of the equation I missed?

Would you like further clarification on this?