(13) Question is in the photo below 13. Stephen drew Circle V. He then used the length of the radius of the circle to construct 6 congruent arcs on the circle, starting at Point P, as shown.RWhich three points can Stephen use to construct an inscribed equilateral triangle?OQ, U, and SO Q, R, and UOU, S, and TOP. Q, and VPREVIOUS

Given query is to find the points that will give the equilateral triangle.

Stephen drew Circle V. He then used the length of the radius of the circle to construct 6 congruent arcs on the circle, starting at Point P, as show V. Which three points can Stephen use to construct an inscribed equilateral triangle? OQ, U, and S Q. R. and U U, S, and T OP.Q, and V

Stephen drew Circle V. He then used the length of the radius of the circle to construct 6 congruent arcs on the circle, starting at Point P, as show V. Which three points can Stephen use to construct an inscribed equilateral triangle? OQ, U, and S Q. R. and U U, S, and T OP.Q, and V

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter6: Circles

Section6.1: Circles And Related Segments And Angles

Problem 21E: Suppose that a circle is divided by points A,B,C, and D into four congruent arcs. What is the...

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(13) Question is in the photo below

13. Stephen drew Circle V. He then used the length of the radius of the circle to construct 6 congruent arcs on the circle, starting at Point P, as shown.
R
Which three points can Stephen use to construct an inscribed equilateral triangle?
OQ, U, and S
O Q, R, and U
OU, S, and T
OP. Q, and V
PREVIOUS

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