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Information Examples:  Determine Exact Trig Function Values With the Angle in Radians Using Reference Triangles Update
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The reference triangle method for evaluating trigonometric functions
The reference triangle method for evaluating trigonometric functions
Determine 6 Trig Function Values Using a Reference Triangle: 225 Degrees (Mult of 45)
Determine 6 Trig Function Values Using a Reference Triangle: 225 Degrees (Mult of 45)
Determine 6 Trig Function Values Using a Reference Triangle: 150 Degrees (Mult of 30)
Determine 6 Trig Function Values Using a Reference Triangle: 150 Degrees (Mult of 30)
How to evaluate trig function values in degrees, using reference triangles
How to evaluate trig function values in degrees, using reference triangles
Find Six Trig Function Values Using Reference Triangles - Mult. of pi/4
Find Six Trig Function Values Using Reference Triangles - Mult. of pi/4
Determine 6 Trig Function Values Using a Reference Triangle: 3pi/2 Radians (Mult of pi/2)
Determine 6 Trig Function Values Using a Reference Triangle: 3pi/2 Radians (Mult of pi/2)
Determine 6 Trig Function Values Using a Reference Triangle: 180 Degrees (Mult of 90)
Determine 6 Trig Function Values Using a Reference Triangle: 180 Degrees (Mult of 90)
Determine 6 Trig Function Values Using a Reference Triangle: -pi Radians (Mult of -pi/2)
Determine 6 Trig Function Values Using a Reference Triangle: -pi Radians (Mult of -pi/2)
Determining Trigonometry Function Values Using Reference Angles and Reference Triangles (Reupload)
Determining Trigonometry Function Values Using Reference Angles and Reference Triangles (Reupload)
Use Reference Angles to Evaluate Trig Functions
Use Reference Angles to Evaluate Trig Functions
How To Find The Exact Values of Trig Functions
How To Find The Exact Values of Trig Functions

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Last Updated: September 27, 2026

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This trigonometry video tutorial explains how to

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