The image shows a mathematical problem involving a rhombus, where the task is to find the following:

• The angles of the rhombus (labelled with letters).
• Identify which angle is larger based on the diagonal properties.

To solve this, we will use the property that:

1. The diagonals of a rhombus bisect each other at right angles (90°).
2. The diagonals also bisect the opposite angles of the rhombus.

Let’s break down how to approach the problem:

Steps:

1. Identify the Diagonal Angles: If one diagonal bisects two opposite angles, the angles adjacent to that diagonal are congruent. Similarly, the other diagonal also bisects the opposite angles.
2. Using Properties of Bisected Angles: Since a rhombus's diagonals intersect at 90°, each small triangle formed by the diagonals is a right triangle.

The diagonals break down each internal angle into smaller angles, and depending on their lengths, we can solve for the angle values using trigonometric identities or symmetry properties.