Expressions
Operations
Equations and Inequalities
Functions
Statistics
100

The number that comes before a variable

Coefficient

100

Simplest form for 'Product of Powers Property': am * an

am+n, add exponents

100

The two solutions to this polynomial: (x+3)(x-4)=0

Set both equal to 0 and solve independently: x=-3 and x=4
100

A relationship between two quantities in which every input corresponds with an output.

Function/Relation

100

The graph of all points on a line that pass directly through the origin. Described often using y=kx or k=y/x

direct variation

200

In exponential form and its answer: 2*2*2*2

24 = 16

200

Simplest form for 'Power of a Power Property': (am)n

am*n, multiply the exponents.

200

Finding the roots through factorization: x2+2x=3

Break into two binomials first: x=-3 and x=1

200

A set of input values of a relation (x-values)

Domain

200

The graph of all points describing two curves that reflect one another. Typically described using y=k/x or k=xy

inverse variation

300

The name of an expression in this form: a x 10n

Scientific Notation

300

Grouping like terms: (2g2+6g-4) + (g2-g)

Add polynomials = 3g2+5g-4

300

The name of this, on a coordinate plane: x=a, where a can be any real number

A vertical line. These have undefined slopes

300

Taking a parent function and altering its original position by performing operations to the parent function (translations, reflections, rotations, dilations)

Transformations

300

Graphical representation of the relationship between two numerical sets of data. Often described as weak or strong.

Scatterplot

400

The solution to (3x2-18x+184)0

1, property of a 'zero exponent'

400

Applying the distributive property to polynomials, find the product: (x+2)*(3x2+5x+1)

Multiply x by each term of the trinomial, then add the product of 2 and the trinomial by distribution: 3x3+11x2+11x+2

400

The direction of shading (above or below) and why: y>4x+7

Shade above because the solution (y) is greater than the function

400

Identify the parent function and describe the changes performed to the parent function: 3x2+5

Parent function: y=x2; Stretch of 3, Vertically translated 5 units

400

a linear relationship (or lack of), where dependent values vary as independent values increase. Involves the letter r

Correlation

500

a-n in rational form

1 / an, property of a negative exponent

500

Squaring a binomial, written in standard form: (a-b)2

Expand into two terms first, then multiply: a2-2ab+b2

500

Identifying y1, x1 and m, and writing this in y=mx+b form (slope-intercept form): y-(-2)=-4(x-3)

y1=-2, x1=3, m=-4; y=-4x+10

500

Represent the following equation using word form: y=(x2-16)/(x2+18x+81)

y equals all of x squared minus sixteen divided by all of x squared plus eighteen x plus eighty one

500

A data point that falls outside the table's bulk of data. Has a big impact on the mean, but an equal impact on the median as other data points.

Outlier or Extrapolated Point

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