Vocab
Quadratics
Cubics
Quartics & Quintics
Saylor Trivia
100

This kind of function is built by multiplying linear factors to make higher-exponent x terms, such as f(x)=3x2+7x-1, g(x)=-2x3-2x2+x+1, or h(x)=(x+1)(x-2)(2x+3)(x-5).

What is a polynomial?

100

The name of this quadratic form:

f(x)=A(x-h)2+k

What is vertex form?

100

These transformations take f(x)=x3 onto g(x)=3(x+1)- 4.

What is a horizontal shift of one unit left, a vertical shift of four units down, and a vertical dilation by a factor of 3 (making it skinny)?

100

This number represents the maximum number of x-intercepts that a quartic function could have.

What is four?

100

The club that Dr. Saylor runs on Thursdays at lunch.

What is GSA? (Gender & Sexuality Alliance)

200

The highest exponent in a polynomial function.

What is degree?

200

These transformations take f(x)=x2 onto g(x)=(x-5)2+3.

What is a horizontal shift of five units to the right and a vertical shift of three units up?

200

These two options represent the possible end behavior of a cubic function.

What is "from negative infinity to positive infinity" or "from positive infinity to negative infinity"?

200

These two options represent the end behavior of a quartic.

What is "from positive infinity to positive infinity" or "from negative infinity to negative infinity"?

200

Dr. Saylor's favorite video game franchise.

What is Legend of Zelda?

300

A function with a line of symmetry through the y-axis.

What is an even function?

300

These transformations take f(x)=x2 onto g(x)=3(x+1)- 2.

What is a horizontal shift of one unit left, a vertical shift of two units down, and a vertical dilation by a factor of three (making the graph skinny)?

300

Given f(x)=x3, these transformations produce y = (-1/3)*f(x+1) - 4.

What is a vertical shift of four units down, a horizontal shift of one unit left, a vertical compression by a factor of 1/3 (making it wide), and a reflection over the x-axis?
300

This end behavior corresponds to an odd-degree polynomial with a negative leading coefficient. 

What is "from positive infinity to negative infinity"?

300

Dr. Saylor's favorite baseball team.

Who are the Houston Astros?

400

A function with rotational symmetry (180 degrees) about the origin.

What is an odd function?

400

These transformations take the function f(x)=x2 onto the function g(x)=(-1/2)*(x+4)2+1.

What is a horizontal shift of four units left, a vertical shift of one unit up, a vertical compression by a factor of 1/2 (making it wide), and a reflection over the x-axis (making it open down).
400

This word answers the question as to whether the following function is even, odd, or neither:

f(x)=x3+x.

What is odd?

400

This word answers the question as to whether the following function is even, odd, or neither:

f(x)=x4+x- 3.

What is even?

400

The franchise that Dr. Saylor dressed up as characters from during the whole week of Halloween this year.

What is The Owl House?

500

In a polynomial, this number is multiplied by the power of x that determines the function's degree.

What is the leading coefficient?

500
The equation of a parabola that has been shifted two units down, three units left, vertically compressed by a factor of 2/3 (making it wide), and reflected over the x-axis.

What is f(x)=(-2/3)*(x+3)- 2?

500

This word answers the question as to whether the following function is even, odd, or neither:

f(x)=|x3|.

What is even?

500

This word answers the question as to whether the following function is even, odd, or neither:

f(x)=x5+x4.

What is neither?

500

The university where Dr. Saylor got his PhD.

What is FSU? (Florida State University)

M
e
n
u