Function Families in Waxman’s World By Mr. Waxman.

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Linear Functions Here is where I would give the equation, domain & range of the linear parent function.

Transcript of Function Families in Waxman’s World By Mr. Waxman.

Function Families in Waxman’s World

By Mr. Waxman

What is a Linear Function?• Here is where I would describe the

properties & characteristics of a linear function (did you really think I was going to do the whole project for you?).

Linear Functions• Here is

where I would give the equation, domain & range of the linear parent function.

Linear Functions in Waxman’s World

Notice Mr. Waxman & Mr. Savina “holding up” the tower!

What is an Absolute-Value Function?• Here is where I would describe the

properties & characteristics of an absolute-value function.

Absolute-Value Functions• Here is where

I would give the equation, domain & range of the absolute-value parent function.

Absolute-Value Functions in Waxman’s World

Statistically, the GREATEST RUNNING BACK EVER!!!!!!

What is a Quadratic Function?• Here is where I would describe the

properties & characteristics of a quadratic function.

Quadratic Functions• Here is where

I would give the equation, domain & range of the quadratic parent function.

Quadratic Functions in Waxman’s World

Isn’t she adorable!

What is a Square Root Function?• Here is where I would describe the

properties & characteristics of a square root function.

Square Root Functions• Here is

where I would give the equation, domain & range of the square root parent function.

Square Root Functions in Waxman’s World

Baddest bounty hunter in the galaxy!

What is an Exponential Function?• Here is where I would describe the

properties & characteristics of an exponential function.

Exponential Functions• Here is where

I would give the equation, domain & range of the exponential parent function.

Exponential Functions in Waxman’s World

The next generation of Waxman nerds!

Your mission, should you choose to accept it (& you better if you want to pass) is to find function families in your world, describe them in a manner that is hopefully much more informative, and (although highly unlikely) present them in a manner much cooler & more creative.

Good Luck!