Circle T Has Diameters Rp And Qs. The Measure Of ∠Rtq Is 12° Less Than The Measure Of ∠Rts. What Is The Measure Of ? 78° 84° 88° 96°

Best apk References website

Circle T Has Diameters Rp And Qs. The Measure Of ∠Rtq Is 12° Less Than The Measure Of ∠Rts. What Is The Measure Of ? 78° 84° 88° 96°. Circle t has diameters rp and qs. Since rp and qs are diameters of circle t, angles ∠rts and ∠rtq are supplementary angles (they form a straight line).

Circle T has diameters RP and QS. The measure of angle RTQ Quizlet
Circle T has diameters RP and QS. The measure of angle RTQ Quizlet from quizlet.com

What is the measure of qp? The measure of

This Means That Their Measures Add Up To.


Circle t has diameters rp and qs. Circle t has diameters rp and qs. The measure of ∠rtq is 12° less than the measure of ∠rts.

The Measure Of ∠Rtq Is 12° Less Than The Measure Of ∠Rts.


The measure of

Circle T Has Diameters Rp And Qs.


Circle d is shown with the measures of the minor arcs. What is the measure of qp? Now we use the fact that the measure of ∠rtq is 12° less than the measure of ∠rts, which can be written as:

Circle (T) Has Diameters (Rp) And (Qs).


The measure of (angle rtq) is (12°) less than the measure of (angle rts). What is the measure of segment qp? Since rp and qs are diameters of circle t, angles ∠rts and ∠rtq are supplementary angles (they form a straight line).

Since Rp Is A Diameter, ∠Rts And ∠Rtq Are Supplementary Angles, Meaning Their Measures Add Up To 180°.


Line segments t s, t r, t q, and t p are radii. The measure of ∠rtq is 12° less than the measure of ∠rts. What is the measure of angle r?

Popular Post :