Simplifying rational expressions by factoring out the GCF

The video tutorial focuses on simplifying trigonometric expressions using algebraic properties and factoring techniques. It introduces the concept of rewriting expressions in terms of variables like x and y to make simplification easier. The tutorial also covers the application of Pythagorean identities to simplify expressions further, demonstrating how sine and cosine functions can be reduced to simpler forms.

What is the result of factoring out sine from the expression sine cubed plus sine times cosine squared?

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What does the Pythagorean identity state about sine and cosine?

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