Unit 4 Unit Rates and Proportions Unit Test

Last updated over 2 years ago

15 questions

Instructions

1

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Unit 4 Unit Rates and Proportions Unit Test

Last updated over 2 years ago

15 questions

Instructions

Watch all the helpful videos before you start your test!!

Unit 4 Unit Rate and Proportions
Lessons
Videos
Google Slides
Lesson 1
Unit Rates & Proportions Introduction
Unit Rates & Proportions Introduction
Lesson 2
Ratios
Ratios
Lesson 3
Unit Rates
Unit Rates
Lesson 4
Unit Rates with Ratios of Fractions
Unit Rates with Ratios of Fractions
Lesson 5
Proportional Relationships in Tables
Proportional Relationships in Tables
Lesson 6
Review of the Coordinate Plane & Slope
Review of the Coordinate Plane & Slope
Lesson 7
Graphs of Proportional Relationships
Graphs of Proportional Relationships
Lesson 8
Graph Proportional Relationships
Graph Proportional Relationships
Lesson 11
Equations of Proportional Relationships
Equations of Proportional Relationships
Lesson 12
Compare Proportions from Descriptions & Tables
Compare Proportions from Descriptions & Tables
Lesson 13
Compare Proportions from Graphs & Equations
Compare Proportions from Graphs & Equations
Lesson 14
Unit Rates & Proportions Apply
Unit Rates & Proportions Apply
Lesson 15
Unit Rates & Proportions Review
Unit Rates & Proportions Review
Lesson 16
Unit Rates & Proportions Unit Test
Unit Rates & Proportions Unit Test

1

Draggable item		Corresponding Item

1

Draggable item		Corresponding Item

1

Watch all the helpful videos before you start your test!!

Unit 4 Unit Rate and Proportions
Lessons
Videos
Google Slides
Lesson 1
Unit Rates & Proportions Introduction
Unit Rates & Proportions Introduction
Lesson 2
Ratios
Ratios
Lesson 3
Unit Rates
Unit Rates
Lesson 4
Unit Rates with Ratios of Fractions
Unit Rates with Ratios of Fractions
Lesson 5
Proportional Relationships in Tables
Proportional Relationships in Tables
Lesson 6
Review of the Coordinate Plane & Slope
Review of the Coordinate Plane & Slope
Lesson 7
Graphs of Proportional Relationships
Graphs of Proportional Relationships
Lesson 8
Graph Proportional Relationships
Graph Proportional Relationships
Lesson 11
Equations of Proportional Relationships
Equations of Proportional Relationships
Lesson 12
Compare Proportions from Descriptions & Tables
Compare Proportions from Descriptions & Tables
Lesson 13
Compare Proportions from Graphs & Equations
Compare Proportions from Graphs & Equations
Lesson 14
Unit Rates & Proportions Apply
Unit Rates & Proportions Apply
Lesson 15
Unit Rates & Proportions Review
Unit Rates & Proportions Review
Lesson 16
Unit Rates & Proportions Unit Test
Unit Rates & Proportions Unit Test

Which ratio is equivalent to 4/5?

8/10

6/10

4/10

8/15

What is the unit rate if you can drive 180 miles in 3 hours?

30 miles per hour

60 miles per hour

90 miles per hour

45 miles per hour

What is

A recipe calls for 1/4 kg of sugar per cake. If John has 5/2 kg of sugar, how many cakes can he bake?

5/4 cakes

8 cakes

10 cakes

12 cakes

What is the unit rate if 6 apples cost 12 dollars?

$18 per apple

$3 per apple

$1 per apple

$2 per apple

In a recipe, 4 cups of flour makes 8 cookies. If you only have 2 cups of flour, how many cookies will you be able to make?

8 cookies

6 cookies

4 cookies

2 cookies

A car travels 120 miles in 2 hours. What is the car's average speed in miles per hour?

60 miles per hour

40 miles per hour

240 miles per hour

30 miles per hour

If a graph is proportional, what characteristic does it display?

It will curve.

It will have y-values larger than their corresponding x-values.

It will pass through the point (0,0).

It will climb rapidly, indicating a steep slope.

A car travels 60 miles in 2 hours. How far will it travel in 5 hours at the same speed?

150 miles

100 miles

120 miles

130 miles

How do you find the constant of proportionality in the equation y = kx?

It is the product of x and y

It is the coefficient of x (k)

It is the variable y

It is the sum of x and y

If a car travels 200 miles in 4 hours, what is the constant of proportionality?

206 miles per hour

50 miles per hour

204 miles per hour

800 miles per hour

Find the proportional rate for each table entry.

Draggable item		Corresponding Item
[2,16]		5
[4,20]		7
[7,49]		8

Match the pairs from the table to their corresponding unit rates.

Draggable item		Corresponding Item
[3,21]		9
[5,30]		7
[8,72]		6

If a table has the values (3,9), (4,12), and (5,15), it represents a proportional relationship.

True

False

In a proportion, the cross products of the ratios are always equal.

True

False

Which ratio is equivalent to 4/5?

8/10

6/10

4/10

8/15

What is the unit rate if you can drive 180 miles in 3 hours?

30 miles per hour

60 miles per hour

90 miles per hour

45 miles per hour

What is 

A recipe calls for 1/4 kg of sugar per cake. If John has 5/2 kg of sugar, how many cakes can he bake?

5/4 cakes

8 cakes

10 cakes

12 cakes

What is the unit rate if 6 apples cost 12 dollars?

$18 per apple

$3 per apple

$1 per apple

$2 per apple

In a recipe, 4 cups of flour makes 8 cookies. If you only have 2 cups of flour, how many cookies will you be able to make?

8 cookies

6 cookies

4 cookies

2 cookies

A car travels 120 miles in 2 hours. What is the car's average speed in miles per hour?

60 miles per hour

40 miles per hour

240 miles per hour

30 miles per hour

If a graph is proportional, what characteristic does it display? 

It will curve.

It will have y-values larger than their corresponding x-values.

It will pass through the point (0,0).

It will climb rapidly, indicating a steep slope.

A car travels 60 miles in 2 hours. How far will it travel in 5 hours at the same speed?

150 miles

100 miles

120 miles

130 miles

How do you find the constant of proportionality in the equation y = kx?

It is the product of x and y

It is the coefficient of x (k)

It is the variable y

It is the sum of x and y

If a car travels 200 miles in 4 hours, what is the constant of proportionality?

206 miles per hour

50 miles per hour

204 miles per hour

800 miles per hour

Find the proportional rate for each table entry.

[2,16]

5

[4,20]

7

[7,49]

8

Match the pairs from the table to their corresponding unit rates.

[3,21]

9

[5,30]

7

[8,72]

6

If a table has the values (3,9), (4,12), and (5,15), it represents a proportional relationship.

True

False

In a proportion, the cross products of the ratios are always equal.

True

False