The image you've uploaded shows a triangle where two of the angles are marked as 60 degrees, suggesting that this is an equilateral triangle, where all angles are 60° and all sides are equal in length.

However, there is a smaller right-angled triangle drawn inside this larger equilateral triangle. The right angle is labeled with a small angle $y$, and there seems to be some further marking or notation around this part of the image.

Would you like to solve for the angle $y$ in this configuration, or clarify further details about the problem you're working on?

Feel free to share more details or ask questions, and I can guide you accordingly. Here are some related questions for consideration:

1. Is this part of a larger problem, such as finding specific side lengths or other angles?
2. Are the markings on the small right triangle part of the problem you're trying to solve?
3. Is there a particular geometric concept you're working with, such as the Pythagorean theorem?
4. Are there any given side lengths or other known quantities that should be considered?
5. Is the goal to solve for angle $y$, or is there another unknown you're trying to determine?

Tip: In an equilateral triangle, all angles are always 60°, and properties such as symmetry can often help break down more complex internal relationships, especially if smaller triangles are involved.