Vocabulary
Graphs
Miscellaneous
Functions
Sequences
100

What is the input (x or y)?

What is the output (x or y)?

Input: X

Output: Y

100

The letter that stands for rate of change/slope in a linear equation form.

M

100

Find the solution to:  -2x - 13 = 7.

-10

100

This is what the 'b' represents in y = mx + b.

Y-intercept/initial value

100

Give the next three terms in this sequence: 

-9, -3, 3, 9

Is this sequence arithmetic or geometric?

15, 21, 27


Arithmetic

200

The rise over the run.

Rate of change or slope

200

Draw an example of negative correlation

Decreasing

200

What is the test I can use to see if a graph is a function?

Vertical line test

200

Does the following table represent a function?
x      y
1      2
2      5
6      2
2      9
5      1

No, because the input (x) of 2 has two different outputs (y)

200

Is this sequence geometric or arithmetic?

-1, 3, -9, 27

Geometric

300

This is the point where the graph crosses the y-axis.

The y-intercept or initial value

300

Stan's speed steadily increases as he walks from home to school. Sketch a graph with labelled axes to show his distance from home with respect to time. 

Graph should have both axes labelled and how a line with a slope that increases (not linear)

300

Daily Double

Daily Double

300

What is the initial value in y = -3x - 1?

-1

300

Why might you prefer to know the explicit formula of a sequence instead of the recursive one?

The explicit one will allow you to determine any term in the sequence. 

400

Define function. State how it differs from a step function.

A relation for which each input has exactly one unique output.

Step functions are not continuous, but discrete.

400

What is an outlier?

Data point that differs significantly from other observations.

400

What is the difference between geometric and arithmetic sequences?

Geometric sequences have a common ratio (multiplying or dividing by the same number)

Arithmetic sequences have a common difference (adding or subtracting the same number)

400

Define linear function.

A function that has a constant rate of change and makes a straight line when graphed

400

Write the formula for this sequence and then find the 7th term.

-5, -10, -15

an=-5+(n-1)(-5)

a7=-35


500

What are the three forms of linear functions? Provide their formula

Slope intercept


Standard Form


Point Slope

500

Is this a positive association?

No, it is a negative association.

500

Rewrite this literal equation for B: 


Ax+By=C

(C-Ax)/y=B

500

Is this a Function



Yes

500

Write the formula for this sequence and find the next 3 terms:

2, 18, 34

an=2+(n-1)(16)


50, 66, 82