To understand the Central Angle and Inscribed Angle Theorems, let’s look at some fun examples:

1. Central Angle Theorem:

   • If you have a circle, the angle in the middle (we'll call it $\angle AOB$) is double the size of the angle on the edge (we'll call it $\angle ACB$) that is made by the same arc of the circle.

2. Inscribed Angle Theorem:

   • Imagine you draw a triangle inside a circle.
   • The angle at the edge of the circle is half the size of the angle in the center because they are related by the same line.

It’s all about having fun with circles and angles! This makes it much easier to understand.