Using the Angle-Sum Identity
Tangent and Secant Identities on a Unit Circle
How to Find Half-Angle Identities for Tangent

Basic Pythagorean Identities for Trigonometry Functions

The Pythagorean identities are building blocks for many of the manipulations of trigonometric equations and expressions. They provide a greater number of methods for solving trig problems more efficiently, because they allow you to write complicated expressions in a much simpler form.

The Pythagorean identities are

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The notation in these identities is peculiar to trigonometry.

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So they agreed on a condensed version: The superscript 2 right after “sin” means that you square the whole expression. The same type of notation also goes for the other functions.

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