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Nonlinear Functions: At a Glance

Introduction to Nonlinear Functions:

Some functions are less expressive than others. We're not trying to be judgey, here: it's true. For example, take the graph of a linear function. (We like x = 4; there's a lot of history there.) Draw your line on a coordinate plane, step back, and squint. It's so linear. Simple. Predictable.

Look, we're not saying it's boring, but...yeah. It kind of is.

In this section, we'll be taking a look at quadratic and exponential functions before banking a sharp left and exploring the wonderful world of inequalities. Trust us, things are about to get a lot more exciting around here.

At least in algebra terms, anyway.