Given that is the measure of the major arc , find the value of .
In the figure, find the value of .
Given that and , find .
Find the value of .
Given that is a tangent to the circle below, find .
Given that and are two tangents to the circle , and , determine .
Given that , find .
Lines and are tangent to circle . If , what is ?
Given that is a diameter in the circle , is a tangent to the circle at , and , find .
Given that , where and are tangent to the circle at and , find .
In the figure, and are tangents to . What is ?
is the regular pentagon drawn inside the circle , is a tangent to the circle at , and is a tangent to the circle at . Find .
Circle has radius 65. Suppose is on a line and is perpendicular to . If what can be said of how lies with respect to the circle?
In the figure, is a diameter of the circle . Given that , find .
If , find .
If , , , find the length of .
If , , and , find the lengths of and .
Given , and , find the length of rounded to the nearest hundredth.
Find length to the nearest integer.
In the figure shown, the circle has a radius of 12 cm, , and . Determine the distance from to the center of the circle, , and the length of , rounding your answers to the nearest tenth.