Mathematics

Mathematics, 29.10.2019 07:31, averyiodonnell

The angle is 1/12 of the circle. degrees

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Mathematics, 04.07.2019 06:20, sierranicasio

In the circle shown below t is the center of the circle, and segments pn and sq are diameters, and segment pr is tangent to the circle. the measure of angle sqn is 66 degrees 33 degrees 42 degrees 66 degrees 48 degrees

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Mathematics, 29.08.2019 06:30, bri2576

given two central angles in any two circles, the ratio of the arc length to the radius of each corresponding circle is equal if and only if each central angle is equal. that is, given central angle θ1 degrees with arc length s1 in a circle of radius r1 and central angle θ2 degrees with arc length s2 in a circle of radius r2, then s1/r1=s2/r2 if and only if θ1 = θ2. prove the above theorem using the fact that the ratio of an arc length over the circumference of a circle is the same as the ratio of its central angle (in degrees) over 360 degrees. hint: first write the above proportion for each circle. then apply it to s1/r1=s2/r2 and conclude that θ1 = θ2.

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Mathematics, 14.10.2019 07:50, tastyspeaks

Given two central angles in any two circles, the ratio of the arc length to the radius of each corresponding circle is equal if and only if each central angle is equal. that is, given central angle θ1 degrees with arc length s1 in a circle of radius r1 and central angle θ2 degrees with arc length s2 in a circle of radius r2, then s1/r1=s2/r2 if and only if θ1 = θ2. prove the above theorem using the fact that the ratio of an arc length over the circumference of a circle is the same as the ratio of its central angle (in degrees) over 360 degrees. hint: first write the above proportion for each circle. then apply it to s1/r1=s2/r2 and conclude that θ1 = θ2.

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Mathematics, 24.10.2019 16:43, Lexysmith4900

Which circle with center u shows a central angle whose intercepted arc, line segment z v, measures 58°? circle u is shown. line segment z w is the diameter and line segment v w is a chord. angle v w z is 58 degrees. circle u is shown. line segment z u is a radius and line segment v u is a radius. angle z u v is 58 degrees. circle u is shown. line segment z v is a chord. line segment z w is a tangent and it intersects the circle at point z. angle w z v is 58 degrees. circle u is shown. line segments w v and w z are chords that intersect at point w. angle v w z is 58 degrees.

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