Question 1

A store sells packages of butter. The table below shows the cost, in dollars, for different numbers of packages of butter.

What is the cost, per package, of the butter?

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Question 2

The table shown below represents a proportional relationship between $x$ and $y.$

Which equation represents this proportional relationship?

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Question 3

Pat uses $x$ cups of sugar for $y.$ batches of cookies. She uses the same amount of sugar for each batch of cookies baked. How much sugar, in cups per batch, does Pat use to bake cookies?

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Question 4

Cheryl earns $x$ babysitting for $y.$ hours. At that rate, how much does Cheryl earn when babysitting for $5\frac{3}{4}$ hours?

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Question 5

A store buys candy by the pound. The graph shown below represents the relationship between the weight, in pounds, and the total cost, in dollars, of the candy.

What is the cost of one pound of candy?

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Question 6

Megan reads the same number of pages in a book each day. The table below represents the total number of pages read at the end of the given number of days.

How many pages does Megan read in $1$ day?

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Question 7

The table below shows the amount of money, in dollars, that Kathy earns babysitting for a given number of hours worked.

Based on the table, which statement is true about the relationship between the number of hours, $1$ she works and the amount of money, $d,$ she earns?

Accepted Answer

It is proportional because the ratios between the values of $x$ and $y.$ are the same for each pair.

Answer

It is proportional because the values of $x$ increase by the same amount from one pair of values to the next.

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It is not proportional because the difference between $x$ and $y.$ is different for each pair of values.

Answer

It is not proportional because when the value of $x$ is $y.$ the value of $5\frac{3}{4}$ is $0.$

Question 8

Joseph has a part-time job. The graph below represents the amount Joseph earns, in dollars, for the number of hours he works.

Based on the graph, which equation can be used to determine the earnings, in dollars, for every hour he works?

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Question 9

A bicyclist travels $x$ miles in $y.$ hour. What is the average speed, in miles per hour, of the bicyclist?

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Question 10

The cost for $x$ ounces of organic blueberries is $y.$ Which equation can be used to determine $5\frac{3}{4}$ the cost, in dollars, for $0.$ ounces of organic blueberries?

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Question 11

A machine in a factory makes $x$ pounds of nails in $y.$ hours. At what rate, in pounds per hour, does the machine make nails?

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Question 12

The table below shows a proportional relationship between $x$ and $y.$

What is the constant of proportionality for the relationship between $x$ and $y?$

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Question 13

A cook uses $x$ teaspoons of salt to make $y.$ pounds of pasta. What is the unit rate, in teaspoons per pound, at which the cook uses salt to make pasta?

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Question 14

The equation $x$ can be used to determine the total cost, $y.$ in dollars, of $5\frac{3}{4}$ pounds of apples. What does the number $0.$ represent in the equation?

Accepted Answer

the cost of $x$ pound of apples

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the number of apples in $x$ pound

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the cost of $x$ pound of apples

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the number of apples in $x$ pound

Question 15

On average, Shawnte drinks $x$ of a -ounce glass of water in $y.$ hour. How much water does she drink in an hour?

Accepted Answer

$\$3.25$ ounces

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$\$3.25$ ounce

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$\$3.25$ ounces

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$\$3.25$ ounces

Question 16

The diagram shows the length and width of a cell phone, and the length of a larger version of the same brand of cell phone.

The lengths and widths of the two cell phones are proportional. What is the width, in inches, of the larger version of the cell phone?

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Question 17

The ratio of boys to girls in Mr. Johnson’s after-school club is the same as the ratio of boys to girls in Ms. Greene’s after-school club. There are 4 boys and $x$ girls in Mr. Johnson’s club. There are $y.$ boys in Ms. Greene’s club. How many girls are in Ms. Greene’s club?

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Question 18

An object travels along a horizontal straight path at a constant rate. The object travels $x$ of the length of the path in $y.$ second. At that rate, how many seconds does it take the object to travel the entire length of the path?

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Question 19

Which table shows a proportional relationship between $x$ and $y.$ ?

Accepted Answer

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Answer

https://uploads.quizalize.com/aff96c32-8f4c-4ae0-a2a1-a9bbeebf8645/question/fb98db7873cc384c3d62b415fefd807bd1afb11b.jpg

Answer

https://uploads.quizalize.com/aff96c32-8f4c-4ae0-a2a1-a9bbeebf8645/question/0cff7fd88bd594cdad8ccf6622e098cef1de13be.jpg

Answer

https://uploads.quizalize.com/aff96c32-8f4c-4ae0-a2a1-a9bbeebf8645/question/6fd255115f88bae5930a584755b1998f52f74795.jpg

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