How to Create a Table of Trigonometry Functions
Domain and Range of Sine and Cosine Functions
How to Calculate Trigonometry Functions of Angles Using the Unit Circle

Use 6 Different Ratios of a Right Triangle

Each of the three sides of a right triangle — hypotenuse, opposite, and adjacent — has a respective length or measure. And those three lengths or measures form six different ratios. Check out the following figure, which has sides of lengths 3, 4, and 5.

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The six different ratios that you can form with the numbers 3, 4, and 5 are

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These six fractions are all that you can make by using the three lengths of the sides. The ratios are special because they represent all the possible output values of the trig functions for the acute angles in that triangle. And even better, you can figure out the value of an unknown angle in a right triangle just by creating one of these ratios and figuring out which angle has that trig function.

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Commonly Used Values of Selected Trig Functions
The Cotangent Function
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How to Compute Reference Angles in Degrees
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