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

Which of the following has a larger slope?

 y=4+2x

or


Equation has a slope of 2.

The table has a slope of 3. 

200

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

Vertical line test

200

What is the rate of change in y = 2/5 x - 9


 2/5

200

Is this sequence geometric or arithmetic?

-1, 3, -9, 27

Write the RECURSIVE formula.

an=an-1(-3)

a1=-1

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

What is the difference between an explicit and recursive formula?

Explicit formulas can find any term in the sequence; recursive formulas can only find terms when you know the previous term.

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

Write the equation of this graph.

If image does not show--> sketch the graph of the inequality 5y+3x>15

If image shows: y is greater than or equal to -1/2x-4

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

-5, -10, -20

an=-5(2n-1)

a7=-5(26)=-320


500

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

Slope intercept


Standard Form


Point Slope

500

Sketch the graph for this function:


y=-2x+4



correct graph

500

Rewrite this literal equation for B: 


Ax+By=C

(C-Ax)/y=B

500

Sketch the graph of the inequality, then decide whether (2, 1) is a part of the solution set. 

y>3x+1

- Correct graph

- Dotted line

- Shade above

- NOT a part of the solution set

500

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

2, 4, 8, 16, 32, 64, 128

an=2*2n-1


256, 512, 1024

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