### Geometry Problem: Circle and Angles#### Problem Statement:Refer to the diagram given below to solve the following geometry problem.![Geometry Diagram](image-url)In the diagram:- A circle is drawn with a center point marked.- Inside the circle, there is a chord that creates two intersecting lines, forming a quadrilateral.- Angles are marked as follows: - \( \angle x \) on the left side of the circle. - \( \angle y \) below \( \angle x \). - \( \angle z \) near the top right of the circle. - \( \angle 19^\circ \) is given directly under \( \angle z \).The circle is sectioned by lines intersecting each other and the circumference, creating several angles marked with variables and a given measure.### Questions:Using the information provided in the diagram, find the values of:1. \( x \)2. \( y \)Each question is to be answered in the provided answer boxes.#### Answer Boxes:```#6: x = ______ *Your answer#6: y = ______ *Your answer```### Instruction:Fill in the values for \( x \) and \( y \) using the properties of the circle and angles. Once calculated, enter your answers in the respective fields.

Name: ### Geometry Problem: Circle and Angles#### Problem Statement:Refer t
Uploaded: 2024-03-20T06:46:55.000Z
Channel: Bartleby
Description: ### Geometry Problem: Circle and Angles#### Problem Statement:Refer to the diagram given below to solve the following geometry problem.![Geometry Diagram](image-url)In the diagram:- A circle is drawn with a center point marked.- Inside the circle, t