Degrees to Radians

Trigonometry Tutorial

Degrees to Radians

Intro

A radian is an angle with its vertex at the center of a circle. In trigonometry, this maybe used as an alternative to measuring angles in degrees. To do this, you multiply the angle in degrees by pi and divide by 180.

Sample Problem

What is 60 degrees in radians?

60π


90π/60


π/3


3/π


180π


Solution

The answer is π/3. The first step is to take the angle in degrees and multiply it by pi, which will give you 60π. The next step is to divide this quantity by 180, which would be 60π/180, and if you take a 60 out of both the numerator and denominator, you’ll be left with π/3 radians.



About The Author

Chemistry And Psychology
Although I am a high school student, I am very knowledgeable, especially in the fields of math and science. I finished my junior year with a GPA of 4.563 and I received a 28 on my ACT, including a 28 in the math category and a 33 on the English category. I finished the school year with A's in all of...
Send Email
10 Subjects
KnowRo Tutor
1 Tutorial
$20
Eau Claire, WI
Learn

Suggested Tutors for Trigonometry Help

Ad

Varsity Tutors

(855) 475-5132 - Award-Winning Academic & Test Prep Tutors

Maxine J

Bethesda, MD

Any Topic, Any Language

Sophia G

Washington, DC

General Tutor

Siddarth C

Vienna, VA

All Subjects

Leave a Comment

Your email address will not be published. Required fields are marked *

^