Consider circle T with radius 24 in. and θ = StartFraction 5 pi Over 6 EndFraction radians.
Circle T is shown. Line segments S T and V T are radii with lengths of 24 inches. Angle S T V is theta.
What is the length of minor arc SV?
20π in.
28π in.
40π in.
63π in.
Answers
Answer:
Consider the angle shown below that has a radian measure of 8. A circle with a radius of 3.1 cm is centered at the angle's vertex, and the terminal point is shown. 2 37 cm 3.1 cm a. The terminal point's horizontal distance to the right of the center of the circle is 0.764516129times as large as the radius of the circle, and herefore: cos(6) 0410 704616120)Preview b、The terminal point's vertical distance above the center of the circle is ot 45161290-times as large abas the radius of the circle, and therefore: sin()sin(0.6451612903)Preview Submit You can drag the terminal point in the applet below to adjust the openness of the given angle. As you drag the point, the angle's measurement in radians (8) will be shown. 0 0.01 By using the applet above, fill in the table of values below 0 cos(0) 3n 2m Now, sketch a graph of h cos(0) based on the information
Hope this answer helps you.
Answer:
20π in.
Step-by-step explanation: