1. By: Jon Boscan Sean Boyles Ethan Cieply

2.  SWBAT perform operations with functions including power functions

3.  To solve real life problems, such as finding the height of a dinosaur!

4.  Power Function- is a common type of function which has the form y=ax^b is a linear function when b=1 a quadratic function when b=2 and the cubic function when b=3.

5.  ADDITION  SUBTRACTION  MULTIPLICATION  DIVISION

6.  Let F and G be any two functions. A new function h, can be defined by performing any of the four basic operations. (addition, Subtractions, Multiplication, and Division.) Example f(x)=2x, g(x) = x+1

7.  Operation of Addition  The example is F(x)=2x,g(x)=x+1  Definition H(x)=f(x)+g(x)  Equal H(x)=2x+(x+1)=3x+1

8.  Operation for subtraction h(x)=f(x)-g(x)  Definition is H(x)=f(x)-g(x)  Example is f(x)=2x,g(x)=x+1  Would equal h(x)=2x-(x+1)=x-1

9.  Example is f(x)=2x,g(x)=x+1  Multiplication =h(x)=f(x) times g(x)  H(x)= (2x)(x+1)=

10.  H(x)=

11.  F(x)=  g(x)= F(x)+g(x) = =

13.  F(x) times g(x)=