graphing proportional relationships
equations of proportional relationships
identifying proportional relationships
Solve
Complex Fractions
100

what is the ordered pair of the origin?

(0,0)

100

Is this equation proportional? y= 3x

Yes


100

Are these ratios proportional? 

5/11 and 6/12

No


100

What compares two quantities with different units?

Rate (not ratio) 

100

What is a complex fraction?

A fraction where the problem has a fraction as either its numerator, denominator, or both?

200

What is the vocabulary word with this definition: 

A rate that is simplified where the denominator is 1. 

Unit Rate 

200

Is this equation proportional?

y= 4x + 10 

Not proportional 

200

Is the graph a proportional relationship? Why?

NO 

Does not go through the origin

200

Solve 


n=3.8 

200

Simplify 

2/(3/2-4/3)


12

300

What are 2 ways to tell if a graph is proportional 

if the line is straight 

goes through the origin 

300

Darren bought 3 shirts for $44.10.  Each shirt cost the same amount.  Which equation models the cost, y, to purchase x shirts?

A:  y = 14.70x

B:  

y=x/14.70

C:  y = 14.33x

D:  

y=x/14.33

A:  y = 14.70x


300

Is the table proportional? 


No


300

(10/p+2)=4/3


p = 11/2

p=11/2


300

Simplify 

(1/4+5/4)/4


3/8

400

150 square feet.

400

Using this graph, What is the constant rate of change?

400

The ratio of students to parents at a basketball game is 6 to 5.  Is that proportional to 170 parents and 204 students?

Yes

400

Round to the nearest hundredths

(7.7/3.6)=(2.3/b)

b = 1.08

400

Simplify 

(4/5)/(3/4-3/2)

-16/15

500

Mark has to make a scale drawing of the football field at his school.  He has chosen the scale 1/2 inch = 5 ft.  The football field is 360 ft. by 160 ft.  

How big will the field be on his scale drawing?


36 inches by 16 inches

576 square inches

500

Is the table proportional? If so, why and what is the constant rate of change of cost per ticket?


Proportional

3/2

$1.50 per ticket

500

Which example does NOT show a proportional relationship?

A:  The value of y is 3 times as large as the value of x.

B:  John charges $25 for every 1/2 acre mowed.

C:  Samantha makes $10 an hour at her job

D:  Rental costs are $15 for the first hour and $10 for each additional hour.

D:  Rental costs are $15 for the first hour and $10 for each additional hour.

500

8/(5x-4) = 6/(x+5)

32/11

500

Simplify 

(n-9)/(n+5)=7/4

-71/3