Arc ab is one-sixth of the circumference of a circle. what is the radian measure of the central angle? startfraction pi over 6 endfraction startfraction pi over 3 endfraction startfraction 2 pi over 3 endfraction startfraction 5 pi over 6 endfraction
Arc Ab Is One-Sixth Of The Circumference Of A Circle. What Is The Radian Measure Of The Central Angle? Startfraction Pi Over 6 Endfraction Startfraction Pi Over 3 Endfraction Startfraction 2 Pi Over 3 Endfraction Startfraction 5 Pi Over 6 Endfraction
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Arc Ab Is One-Sixth Of The Circumference Of A Circle. What Is The Radian Measure Of The Central Angle? Startfraction Pi Over 6 Endfraction Startfraction Pi Over 3 Endfraction Startfraction 2 Pi Over 3 Endfraction Startfraction 5 Pi Over 6 Endfraction. What is the radian measure of the central angle? This simplifies to π/3 radians, which corresponds to option a.
Consider circle c with angle 3/4 radians. If minor arc AB measures 9n from brainly.com
This simplifies to π/3 radians, which corresponds to option a. What is the radian measure of the central angle? Upload your school material for a more relevant answer.
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The circumference of a circle in radians is 2 2\pi 2π since arc ab ab is \frac {1} {6} 61 of the circumference, the radian measure of the central angle is 2 \frac {1} {6} \times 2\pi = \frac {\pi }. If arc ab is 1/6 of the entire circumference, then the central angle which subtends this arc will be 1/6 of 2π radians. This simplifies to π/3 radians, which corresponds to option a.
So, Based On The Options Provided, The Correct Answer Is Startfraction Pi Over 6.
According to the given, \overgroup {ab} is \frac {1} {6} of the circumference of the circle. Recall that the ratio of the arc length to the circumference, , is equal to the ratio of the arc measure to. What is the radian measure of the central angle?
Θ (Radian Measure Of Central Angle) = S (Length Of Subtend Arc) / R (Radius) Θ = (1/6 X 2Πr) / R = 1/3 Πr / R = 1/3 Π
