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UHF 4UI Unit 3: Day 1Date:___UNIT 3: TRIGONOMETRIC FUNCTIONS AND Equations Definitions of Trigonometry The Cartesian plane is fundamental in the study of trigonometry. Angles are related to the coordinate
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Start by drawing a circle on a piece of paper.
02
Divide the circle into four quadrants, labeling them as quadrants I, II, III, and IV in a counter-clockwise direction.
03
Remember the key points on the unit circle: (1,0) for the x-axis, (0,1) for the y-axis, (-1,0) for the negative x-axis, and (0,-1) for the negative y-axis.
04
Mark the key angles on the unit circle: 0 degrees, 30 degrees, 45 degrees, 60 degrees, and 90 degrees in each quadrant.
05
Use these key points and angles to fill out the values of sin, cos, and tan for each angle on the unit circle.

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Students studying trigonometry or calculus
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Mathematics teachers
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Engineers and scientists who use trigonometry in their work
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Anyone looking to deepen their understanding of angles and trigonometric functions
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Unit circle videotrigonometry is a method of analyzing trigonometric functions using the unit circle.
Students studying trigonometry or calculus may be required to understand and utilize unit circle videotrigonometry.
To fill out unit circle videotrigonometry, one must understand the relationship between trigonometric functions and the points on the unit circle.
The purpose of unit circle videotrigonometry is to simplify the calculations of trigonometric functions and visualize their relationships.
On unit circle videotrigonometry, one must report the angles, trigonometric functions, and their corresponding values on the unit circle.
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