Concept explainers
To explain:
The comparison and the relation between inscribed and central
Answer to Problem 50HP
An inscribed and central angle has vertex on the circle and at the circle’s center point respectively.
Inscribed angle of the circle is equal to one-half of the central angle of the circle if inscribed and central angle intercepts same arc
Explanation of Solution
Given information:
A
In the circle, an inscribed angle and central angle has their vertex on the circle and at the circle’s center point respectively.
The central angle of the circle is same as measuring value arc
Therefore, inscribed angle of the circle is equal to one-half of the central angle of the circle if inscribed and central angle intercepts same arc
Chapter 10 Solutions
Geometry, Student Edition
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