which side should you pick to verify the identity?

The video tutorial explains how to verify trigonometric identities by simplifying expressions. It emphasizes choosing the more complex side to simplify, using sine and cosine to rewrite expressions, and combining fractions with common denominators. The tutorial also covers using reciprocal identities to match expressions on both sides of an equation.

What is the first step in verifying a trigonometric identity?

• Convert all functions to tangent.

• Choose the simpler side to start with.

• Pick the more complex side to simplify.

• Start with the right side of the equation.

Why is it generally easier to simplify from addition to multiplication?

• Addition can be condensed into multiplication.

• Multiplication involves fewer steps.

• Multiplication is more intuitive.

• Addition is always more complex.

When stuck on simplifying trigonometric expressions, what is a recommended strategy?

• Switch to polar coordinates.

• Convert all terms to tangent.

• Rewrite in terms of sine and cosine.

• Use only the Pythagorean identity.

What is the least common multiple of sine and cosine in the context of combining fractions?

• Sine squared

• Cosine squared

• Sine times cosine

• Sine plus cosine

What identity is used to simplify sine squared plus cosine squared?

• Quotient identity

• Sum identity

• Reciprocal identity

• Pythagorean identity

How can you express 1 over sine in terms of a trigonometric function?

• Secant

• Cosecant

• Tangent

• Cotangent

What property allows the order of multiplication to be rearranged?

• Distributive property

• Associative property

• Identity property

• Commutative property