Here are just a couple trig identities to memorize:

Although I haven’t listed them, memorizing algebraic properties, like how to expand or factor polynomials, will be helpful too.

There is no exact formula you can follow to simplify these functions. That is why I won’t be going over a problem step by step. However, I will give you some tips on how to approach these problems.

Tips & Tricks:

- Look for obvious simplifications when you begin
- See if you can factor anything
- Get rid of fractions
- If trig functions are multiplied together, see if you can rewrite one or both
- See what trig functions you can rewrite
- Memorize the identities
- Practice makes perfect
- Keep your work nice and neat

Now that you have some of my tips and tricks in mind, let’s see some examples.

First example (click here):

I can’t see any immediate simplifications when I begin, but I know that I can rewrite . By doing that, it opens the function up to be simplified.

Next example (click here):

In this problem, there are two fractions. I want to get rid of them, so I combine them into one fraction. By doing that, I immediately see I can rewrite the numerator. There are now two different trig functions multiplied together in the denominator. I want to rewrite one or both of the functions, but I remember an identity and rewrite both.

Sometimes your first try of simplifying might go awry. Don’t give up! Try again. It may be frustrating, but the more practice and experience you get with these problems, the better you will become at trig simplification. Remember my tips and tricks and it should make your life a little easier.

Until next time,

Leah

Superb work , I have visited your site for the first time. Thank you very much for having such a informative blog.writing the identical equation time and again. I’ve been in that position before and desire to help make sure that by no means takes place once more.I'm working in OOH advertising on this blog publish, we can cross over very beneficial trig identities and a few examples of trig simplification.

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