Converting between descriptions, tables, graphs & equations
y=mx + b
Solving equations
Writing equations
Systems of equations
100

The missing numbers on the table for the graph.

 -4, -1, 2, 5

100

The meaning of "m" in

y=mx+b

 

Slope or Rate of Change

100

True or false: 50 is the solution to 

207=2x+7

False

100

The equation for this situation: the plant is 51 mm tall and is predicted to grow at a rate of 2 mm per day.

y=51+2x

100

The solution to this system of equations.


(-2,5)

200

How many tiles would be in figures 1, 2 and 3 given a tile pattern that has 10 tiles in figure zero, and 4 tiles are being added each figure? 

(y=4x+10)

14, 18, 22

200

The meaning of "b" in 

y=mx+b

y-intercept or zero term or start value

200

Solve

5x - 2x - 8 + 3 = 25

x=10

200

The equation for this table

y=3x+15

200

Yes or No: (3, 4) is the solution to this system.

y = 7-x

y = 2x - 5

No because while 7-3 = 4 is true, the other one is not

2*3-5=1≠4

300

The graph for the equation

y=2x-4

B

300

The equation for the line shown in the graph.

y=3x-1

300

Solve 

7x - 10 - 3x + 2 = -8-20

x=-5

300

      The equation for this table.

y=2x-6

300

The x-value for the solution to this system.

y = 5-x

y = 3x - 3

x=2

400

Write a word problem about total number of tiles and the figure number given this equation 

y=50-4x

The pattern began with 50 tiles and 4 were removed each time.

400

         True or false: the rate of change (slope) of this graph is negative.

True - it is going down to the right

400

Solve

5x + 3(x - 2) = 4x + 3

x=9/4=2.25

400

An equation with a positive slope and a y-intercept of -10.

y = any positive number next to x - 10

400

The y-value for the solution to this system.

y = -x + 5

y = 3x - 3

y=3

500

The equation for the graph

y=-4x+5

500

In the given equation, is the y-intercept positive or negative?

y=3x-2

negative

500

Solve

5 - 3(x - 4) = -7x

 

x=-17/4=-4.25

500

Write the equation for Uncle Peter who began his 15 month weight loss journey at 250 pounds. Now (15 months later) he weighs 205. Assume he lost the same amount each month. 

y=250-3x

500

The solution for the system of equations.

y = -x - 2

y = 2x - 14

(4,-6)

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