How to find the missing angle of a rhombus

The video tutorial explains the relationship between rhombuses and parallelograms, focusing on their angle properties. It discusses the sum of angles in quadrilaterals and highlights specific properties of parallelogram angles, such as consecutive and opposite angles. The tutorial then demonstrates how to calculate the measure of a specific angle using these properties, concluding with a practical example.

What is the relationship between rhombuses and parallelograms?

What do we know about the angles of a parallelogram?

How do consecutive angles in a parallelogram relate to each other?

If one angle of a parallelogram is 132 degrees, what can you say about the consecutive angle?

What is the measure of angle 1 if it is consecutive to an angle of 132 degrees?