Simplify Trigonometric Expression using Fundamental Identities | Quotient and Reciprocal Identities

In these examples, we simplify trig expressions by first rewriting them in terms of sine and cosine (sin(t) and cos(t)) by using the quotient identities and reciprocal identities. We then ally algebra to reduce completely. To get the simplest solutions, we might need to use one of the identities again to rewrite as a single expression without a fraction.