Multiplicative
Additive
Graphing
Tables
Random
100

What is the equation for a multiplicative problem?

y=ax

100

What is the equation for an additive problem?

y=x+a

100

What are the names of the graph on a graph?

X and Y axis

100

Where does the X-axis go on a table? Where does the Y-axis go on a table?

The X-axis goes on the left side and the Y-axis goes on the right side

100

When writing a point, how are the axis plotted? 

(x,y)

200

How do you know when a graph is multiplicative?

A graph is multiplicative when a point crosses the origin (0,0). 

200

How do you know when a graph is additive?

The graph is additive when the numbers are increasing by adding the same number each time 

The graph is additive when the graph line does not go through the origin

200

The X-axis is ____________ and the Y-axis is __________?


Independent, Dependent 

200

X is the _______ variable and Y is the _______ variable.

independent, dependent

200

reduce (56/32) to its simplest form 

(7/4) improper fraction ----> proper fraction 1(3/4)


dividing by 8

300

Solve for the (y) in this table - 

(x)    : (3)x   : (y)

4      : (3)x   : (y)    

12    : (3)x   : (y)

8      : (3)x   : (y)

12, 36, 24

300

    x      :          x+10       :      y

a) ?      :          x+10       :     23

b) ?      :          x+10       :     59

c) ?      :          x+10       :     86

a) 13

b) 49

c) 76

300

How many quadrant planes are there? 

4 quadrant planes (top right 1, top left 2, bottom left 3, bottom right 4)

300

    x      :          5(x)       :       y

a) ?      :          5(x)       :      75

b) ?      :          5(x)       :     120

c) ?      :          5(x)       :     150

a) 15

b)  24

c) 30

300

5  ➗ (2/7) = ? 

35/2 or 17(1/2)

400

Write an equation that demonstrates a multiplicative relationship between the points (8, 48) and (14, 84).

y=6x

400

What scenario best represents an additive relationship between x and y?

A) Ashley goes to the flower shop every week. She buys the same number of flowers every week.

B) Luz has 21 rubber ducks. Each month she has two times more ducks than the last month.

C) Ale has a sunflower that she measures each week. Each week the flower grows 4 inches more than the week before.

D) Diana likes to watch documentaries. She rewatches the same documentary 3 times a week. 

C) Ale has a sunflower that she measures each week. Each week the flower grows 4 inches more than the week before.

400

Plot the points (2,10), (5,-3), and (-9,8). What are their quadrants?

(2,10): Quad 1

(5,-3): Quad 4

(-9,8): Quad 2

400

Each month Jesse reads a different number of books and he records how long it takes him to read the books. The amount of time it takes for Jesse to read books each month varies.

What is the independent quantity in this situation?

books ~ time (hours)

2       ~    6

3       ~    9

4       ~   12

5       ~   15

The number of books 

400

(15/3) x 7

105/3 --reduced--> 35

500

Doña Florinda likes to record the height of her grandson Miguel each week.

Week (x)    :    Height (in.) y

    2           :          24

    4           :          48 

    6           :          72

    8           :          84

   10          :         120

   12          :         144

Write an equation that represents the relationship between the weeks that pass and how tall Manuel grows.

y=12x

500

Which situation represents an additive relationship between x and y?

A. Ethan has 12 grapes. Every minute she eats a grape.

B. Valeria runs track after school. She runs 2 miles every 10 minutes. 

C.  Mr. Venzor has 19 books. Each month he buys a new book.

D. Julissa has 4 cats. She feeds them 3 times a day every 3 weeks.

C. Mr. Venzor has 19 books. Each month he buys a new book. 

500

Ms. Johnson's room is located 10 units up and 6 units left from the front office. The office is at the origin (0,0) What are the coordinates of Ms. Johnson's room? What quadrant is her room in? 

(-6, 10), Quadrant 2

500

During Spring Break, Ale traveled to four different restaurants to try their chicken and waffles. She recorded how far they were from her house and how much the chicken and waffles cost. 

Restaurant : Distance (miles)  : Cost ($)

A               :   3     :                  $11

B               :  85    :                  $25

C.              :  20    :                   $8

D               :  42    :                   $3


The distance of the restauraunts from her house is a/an _________ quantity and the price of the chicken and waffles is a/an __________ quantity.


independent, dependent

500

When placed on a coordinate plane the points (0,-5); (-4,-1); (-4,1); (0,0); (4,1); (4,-1); (-2,2), and (2,2) make what shape?

a heart 

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