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I introduce Power Functions y=av^b. We then move into how to find an inverse algebraically and the graphical relationship between a function and its inverse. I also explain how to determine if a function is 1 to 1, or invertible, and End Behavior. Graphing y=x^2 and its inverse and determine Domain and Range at 4:40…
We’re the best in the west, as our intro accent suggests. But soon thereafter, we jump into analyzing quadratic graphs and functions in vertex form. That includes transformations such as vertical shift, horizontal shift, and stretch. We graph as well, using symmetry. The last problem is to create an equation of a quadratic function, given…
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