Name an example of something that is not a function!
What is a circle?
The rates of a quadratic function are
What is linear?
When are parent conferences?
What is Oct 15th?
This is the simplest polynomial such that it has its own name.
What is the zero polynomial?
Step#1 in solving rational functions:
What is simplify as much as possible?
A graphs turning point might also be called
What is an extrema?
Write an example of a function whose eighth differences are constant.
What might be x^8-7 ?
The last day of Fall semester
What is Dec. 18th?
Write a polynomial in standard form of the third degree with zeros 4 and 2i.
What is
x^3-4x^2+4x-16
What are the zeros and vertical asymptotes?
Determine g(f(3)) if
f(x)=5x^2-25 and g(x)=-x/5
What is -4?
This function is a....

What is 5th degree polynomial?
Harborween was moved because...
What is CAMS had their dance on the same night?
Determine which type of regression best fits the data and write the equation 
Quartic Regression:
Identify the domain and range for
(x-3)/(x+1)
Domain: (-oo,-1) U (-1,oo)
Range: (-oo,1) U (1,oo)
The number of new cars purchased in a city can be modeled by the equation C = 26t^2 + 168t + 4208, where C is the number of new cars and t is the number of years since 1958. In what year will the number of new cars reach 15,000?
What is approximately 1975?
This phrase is critical when using rate of change as a justification for classifying a function
What is "the ___ differences are constant over equal length input intervals"?
Ms. Magana is currently training for...
What is a half marathon?
Determine the 5th value in the expansion of (2x-1)^8
1120x^4
Determine the asymptotes and holes (if any) of the following function:
(2x^3-4x^2-30x)/(x^2-4x)
Vertical: x=4 (Hole at x=0)
Oblique: y=2x+4
Determine if the function is even, odd, or neither.
f(x)=x^2+3x-8x^3
Write the interval(s) in which the function is increasing and the interval in which the function is concave down

Increasing: [-2,0]
Concave down: [-1,oo)
The University I'm working towards my M.S. in
What is the University of San Diego?
2 parts: The function g is a polynomial with real zeros x=3, x=-1, and a complex zero at 3-i. (3,0) has a multiplicity of 3 and (-1,0) has a multiplicity of 2. The leading coefficient is -3.
Identify the degree of the polynomial and the end behavior of g as x increases without bound in limit notation.
What is the 7th degree and lim_(x->oo)g(x)=-oo
Write the end behavior using limit notation of the the rational function f(x)): -(2x^5+11x^4-7x^3-x+10)/(4x^7-5x^2+3)
lim_(x->oo)f(x)=0
lim_(x->-oo)f(x)=0