Radians are just another unit of measure for angles. We have been using degreess until now. Whose idea was it to measure angles in degrees? And why are there 360° in a circle? This decision actually dates back almost years! The Babylonians, an ancient people who lived in the region that is now Iraq, created degrees. The Babylonians based their number system, called a sexigesimal system, on sixty. What number is easy to count for us? If you could decide how many degrees are in a circle, what number would you choose and why? Share With Class

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Radians are just another unit of measure for angles. We have been using degreess until now.
Whose idea was it to measure angles in degrees?
And why are there 360° in a circle?
This decision actually dates back almost years! The
Babylonians, an ancient people who lived in the region
that is now Iraq, created degrees. The Babylonians
based their number system, called a sexigesimal
system, on sixty.
What number is easy to count for us?
If you could decide how many degrees are in a circle,
what number would you choose and why?
Share With Class
Transcribed Image Text:Radians are just another unit of measure for angles. We have been using degreess until now. Whose idea was it to measure angles in degrees? And why are there 360° in a circle? This decision actually dates back almost years! The Babylonians, an ancient people who lived in the region that is now Iraq, created degrees. The Babylonians based their number system, called a sexigesimal system, on sixty. What number is easy to count for us? If you could decide how many degrees are in a circle, what number would you choose and why? Share With Class
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