Holes Poles and Zeroes
Securing The Bag
Percent Change and Modeling
Polynomial Division
100

This point on the graph of a rational function requires one to substitute x=0 in order to solve for

What is the y-intercept?

100

Placing money in a savings account is this kind of exponential change

What is exponential growth?

100

A yearly growth of 12% per year is the same as scaling by this number

What is 1.12?

100
The output of division are these two polynomials

what is quotient and remainder?

200

The act of doing this gives the possibility (but no guarantee) of finding a hole

What is cancelling?

200

This type of compounding leads to the largest change in interest when compared to the other types of compounding behavior.

What is compounding continuously?

200

A yearly decay of 24% per year is the same as scaling by this number 

What is 0.076?
200

this is the remainder of the polynomial division of p(x) = 2x+1 and q(x) = -x with q(x) dividing p(x)

What is a remainder of 1?

300

Taking degree of the top minus degree of the bottom determines this property.

What is the degree of the non-vertical asymptote?

300

An interest rate of 3.1% compounded monthly with a starting amount of $1300 is modeled by this exponential function

What is A(x) = 1300(1.031)^12x ?

300

A cell has been doubling itself once per hour over the course of 10 days according to this exponential function

What is f(x) = 1*(2)^(24x) where x is in days?

300

End behavior of a rational function is determined by this 

What is the non-vertical asymptote? (AKA horizontal or slant aymptote)