please help ### Problem 34: Quadrilateral Angle Measurement**Objective:**Find the measure of angle \( \angle G \).**Question:**Find \( m\angle G \).**Diagram:**A quadrilateral \( EFGH \) is shown with the following details:- Angle \( E \) (denoted as \( \angle E \)) measures 60 degrees.- Angle \( H \) (denoted as \( \angle H \)) measures 110 degrees.- Each side of the quadrilateral is marked with small ticks, indicating that all sides are of equal length.**Choices:**- 60 degrees- 80 degrees- 110 degrees- 360 degreesTo answer the question, use the properties of the quadrilateral and the provided angle measures.**Explanation Diagram:**The provided diagram shows a rhombus \( EFGH \). In a rhombus, opposite angles are equal, and adjacent angles are supplementary.Given the angle measures:- \( \angle E = 60^\circ \)- \( \angle H = 110^\circ \)Since \( EFGH \) is a rhombus, the opposite angles must be equal:- \( \angle G = \angle E = 60^\circ \)- Following the properties of the rhombus, \( \angle F \) would be supplementary to \( \angle E \) and \( \angle H \), which implies \( \angle F = 180^\circ - 60^\circ = 120^\circ \).**Conclusion:**The measure of \( \angle G \) is 60 degrees.**Correct Answer:**- 60 degrees

Name: please help ### Problem 34: Quadrilateral Angle Measurement**Objective
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: please help ### Problem 34: Quadrilateral Angle Measurement**Objective:**Find the measure of angle \( \angle G \).**Question:**Find \( m\angle G \).**Diagram:**A quadrilateral \( EFGH \) is shown with the following details:- Angle \( E \) (denoted as