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https://math.answers.com/math-and-arithmetic/How_many_central_angles_can_there_be_in_a_circle

How many central angles can there be in a circle? - Answers

techincally 360 degrees * * * * * Not necessary for them to be integer values. A quarter of a right angle (sixteenth of a circle), for example, is 22.5 degrees. Also, later on in mathematics you will learn to measure angles in radians rather than degrees. There are 2*pi radians in a circle - an irrational number. So the measure of an angle need not even be rational. So the correct answer is infinitely many.



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How many central angles can there be in a circle? - Answers

https://math.answers.com/math-and-arithmetic/How_many_central_angles_can_there_be_in_a_circle

techincally 360 degrees * * * * * Not necessary for them to be integer values. A quarter of a right angle (sixteenth of a circle), for example, is 22.5 degrees. Also, later on in mathematics you will learn to measure angles in radians rather than degrees. There are 2*pi radians in a circle - an irrational number. So the measure of an angle need not even be rational. So the correct answer is infinitely many.



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https://math.answers.com/math-and-arithmetic/How_many_central_angles_can_there_be_in_a_circle

How many central angles can there be in a circle? - Answers

techincally 360 degrees * * * * * Not necessary for them to be integer values. A quarter of a right angle (sixteenth of a circle), for example, is 22.5 degrees. Also, later on in mathematics you will learn to measure angles in radians rather than degrees. There are 2*pi radians in a circle - an irrational number. So the measure of an angle need not even be rational. So the correct answer is infinitely many.

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      techincally 360 degrees * * * * * Not necessary for them to be integer values. A quarter of a right angle (sixteenth of a circle), for example, is 22.5 degrees. Also, later on in mathematics you will learn to measure angles in radians rather than degrees. There are 2*pi radians in a circle - an irrational number. So the measure of an angle need not even be rational. So the correct answer is infinitely many.

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