Find the length of the arc on the unit circle with the given central angles 240º
The length of the arc is
"s=r\\theta"
where "r" is the radius and "\\theta" is the central angle, in radians.
"240\\degree=\\frac{240}{180}\\pi=\\frac{4\\pi}{3}" radians
The radius of the unit circle is 1.
"s=1\\cdot\\frac{4\\pi}{3}=\\frac{4\\pi}{3}"
Answer: the length of the arc on the unit circle with the central angle of "240\\degree" is "\\frac{4\\pi}{3}" units.
Comments
Dear Bryell, please use the panel for submitting new questions.
The circumferences of two circles are 3 m. and 9πm. What is the ratio of the areas of the circle?
Leave a comment