Line segment su is a diameter of circle v. what is the measure of arc ? 56° 68° 112° 163°
Line Segment Su Is A Diameter Of Circle V. What Is The Measure Of Arc ? 56° 68° 112° 163°
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Line Segment Su Is A Diameter Of Circle V. What Is The Measure Of Arc ? 56° 68° 112° 163°. The diameter of a circle is a line segment that passes through the center of the circle and has its endpoints on the circle. Study with quizlet and memorize flashcards containing terms like line segment su is a diameter of circle v.
Solved B. In circle M, line segment ST is a diameter. Find the from www.gauthmath.com
Study with quizlet and memorize flashcards containing terms like line segment su is a diameter of circle v. What is the measure of arc st? Since su is a diameter, it divides the circle into two semicircles.
What Is The Measure Of Arc St?
What is the length of. To find the measure of arc st, subtract the measure of arc tu. Study with quizlet and memorize flashcards containing terms like line segment su is a diameter of circle v.
To Determine The Measure Of Arc St We Need To Understand That In A Circle Inscribed With A Triangle Where One Side Is A Diameter, The Opposite Angle Is A Right Angle (90.
All the diameters of the same circle have the same length. What is the measure of arc st?, in circle d, ∠edh ≅ ∠edg. We need to know the.
Since Su Is A Diameter, Angle Stu Is A Right Angle, Meaning It Measures $$90^\Circ$$ 9 0 ∘ We Are Given That Angle Tus Measures $$34^\Circ$$ 3 4 ∘ The Angles In A Triangle Add Up To.
Line segment su is a diameter of circle v. Since su is a diameter, it divides the circle into two semicircles. Calculate the measure of arc $$st$$ st by multiplying the measure of $$\angle tus$$ ∠ t u s by 2, which gives $$m\widehat{st} = 2 \times 56^{\circ} = 112^{\circ}$$ m st = 2 × 5 6 ∘ = 11.
Since Su Is A Diameter And Divides The Circle Into Two Semicircles, The Measure Of Arc Stu (Which Is A Semicircle) Is 180 Degrees.
However, without additional information, we cannot determine the measure of arc st specifically. The diameter of a circle is a line segment that passes through the center of the circle and has its endpoints on the circle.
