**Find the Values of x, y, and z**In this exercise, we are given a diagram consisting of a circle and several angles associated with different arcs and lines intersecting at various points. You are required to determine the values of the angles labeled as \( x \), \( y \), and \( z \) based on the given information.**Diagram Breakdown:**1. **Circle:** - Inside the circle, one of the central angles is labeled as \( 110^\circ \). - Another angle inscribed in the circle is represented as \( x^\circ \) opposite to the \( 110^\circ \) angle.2. **External Angles and Lines:** - There is an external angle \( 95^\circ \) that intersects the circle at two points, creating two arcs. - An angle of \( 20^\circ \) and an angle of \( 35^\circ \) are also present, forming additional intersections outside the circle leading to the angle labeled as \( z^\circ \). - The angle \( y^\circ \) is formed by extending one of the lines intercepting the circle's boundary.**Values to Determine:**- \( x = \)- \( y = \)- \( z = \)Using your knowledge of circle theorems and angle properties, calculate the values of \( x \), \( y \), and \( z \).

Name: **Find the Values of x, y, and z**In this exercise, we are given a di
Uploaded: 2024-03-20T06:46:55.000Z
Channel: Bartleby
Description: **Find the Values of x, y, and z**In this exercise, we are given a diagram consisting of a circle and several angles associated with different arcs and lines intersecting at various points. You are required to determine the values of the angles labe