It appears that you uploaded an image containing a geometric problem involving a triangle and some angle or side relationships. Let me take a closer look and analyze it to determine the value of $x$.

I'll first extract the details from the image, then proceed to solve the problem.The image shows a triangle with multiple angles marked, and your goal is to find $x$, which appears to be an angle.

Here's the geometric approach I'll use to solve for $x$:

1. I will identify the key angles and relationships between the triangles.
2. I'll apply geometric properties, such as the fact that the sum of the angles in any triangle is 180°.
3. If needed, I will use trigonometric rules such as the sine, cosine, or tangent ratios.

I'll now analyze the problem and work on finding $x$.I've reviewed the image, which appears to involve a right triangle and another smaller triangle sharing a common side. The problem seems to require finding an unknown angle, $x$, based on the other labeled angles and sides.

From the image, the following properties are clear:

• There are two right triangles, and the larger triangle likely involves $x$.
• The sum of the interior angles in any triangle is always $180^\circ$.

I'll proceed to solve for $x$ using these properties. Could you clarify any specific measurements or additional information about the angles that might not be fully visible from the image? This will help ensure accurate calculations.