$$\definecolor{flatred}{RGB}{192, 57, 43} \definecolor{flatblue}{RGB}{41, 128, 185} \definecolor{flatgreen}{RGB}{39, 174, 96} \definecolor{flatpurple}{RGB}{142, 68, 173} \definecolor{flatlightblue}{RGB}{52, 152, 219} \definecolor{flatlightred}{RGB}{231, 76, 60} \definecolor{flatlightgreen}{RGB}{46, 204, 113} \definecolor{flatteal}{RGB}{22, 160, 133} \definecolor{flatpink}{RGB}{243, 104, 224}$$

## February 19, 2021

### Right Triangle Trigonometry (Wrap-Up)

Since most of class was just spent working on the specific problems, this wrap-up will be short ... just a couple of tips:

• When finding the values of circular functions based on some initial information (like a point or some given values), drawing the respective "bowtie triangle" we saw in class helps make sure everything ends up in the right place.
• When solving an application problem involving trigonometry, there are many possible paths to solve a given problem! Just be careful not to round things off too early or your answers might be a little bit off.

I've added the cofunction identities to our list of identities. Check back with that list every so often as we continue to work on it.