Question

Circle O is shown. Line segments A O, B O, and C O are radii. Point D is on the opposite side. Lines are drawn from points A and C to point D. Angle A O B is 110 degrees. The measure of arc C B is 36 degrees.
Use the drop-down menus to complete the statements about the diagram.

The measure of Arc A B is °.

The measure of ∠BOC is °.

The measure of Arc A D C is °.

Answer 1

Answer:

110,36,214

Step-by-step explanation:

Answer 2

The measures of the given angles and arcs would be 110, 36, and 214, Check the calculations below for understanding.

Find the angle

Circle O possesses the radii namely AO, BC, and CO with point D being on the opposite side.

∠AOC = 110°

Arc CB = 36°

Construction:

Lines constructed from A and C to D.

We know that the measure of an arc is equivalent to the corresponding angle of the center as it exists between the two radii.

So,

Arc ABC measures 110°

∠BOC measures 36°

Arc ADC measures 214°

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