Question

What is the measure of AC (the minor arc)?

Answer 1

Answer:

option (A) is correct answer mark me on brainlist

Answer 2

Answer: 124°, Option A is the correct answer.

Concept:

Two chords with a shared termination point on the circle make an inscribed angle in a circle. The arc measure is defined as the measure of the angle that the arc creates.

Given:

The measure of inscribed angle = 62°.

Find:

The measure of AC (the minor arc)

Solution:

An inscribed angle has a measure equal to half of the intercepted arc's measure.

Intercepted arc's measure (AC) = 2 × inscribed angle

Intercepted arc's measure (AC) $= 2*62$

Intercepted arc's measure (AC) $= 124$°

Hence the measure of AC (the minor arc) is 124°.