42. What are the measures of the inscribed angle and the circumscribed angle that would intercept the arc in the same places as the central angle shown below? The measure of the inscribed angle is 6.5°, and the measure of the circumscribed angle is 167º. The measure of the inscribed angle is 167, and the measure of the circumscribed angle is 6.5°. The measure of the inscribed angle is 26°, and the measure of the circumscribed angle is 52°. The measure of the inscribed angle is 26°, and the measure of the circumscribed angle is 167º.

42. What are the measures of the inscribed angle and the circumscribed angle that would intercept the arc in the same places as the central angle shown below? The measure of the inscribed angle is 6.5°, and the measure of the circumscribed angle is 167º. The measure of the inscribed angle is 167, and the measure of the circumscribed angle is 6.5°. The measure of the inscribed angle is 26°, and the measure of the circumscribed angle is 52°. The measure of the inscribed angle is 26°, and the measure of the circumscribed angle is 167º.

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter68: Basic Calculations Of Angles And Sides Of Right Triangles

Section: Chapter Questions

Problem 15A: Solve the following exercises. Compute angles to the nearer minute in triangles with customary unit...

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