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2024: NY Grade 7 - Math

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From the New York State Education Department. New York State Testing Program Grade 7 Mathematics Test. Internet. Available from https://www.nysedregents.org/ei/math/2024/2024-released-items-math-g7.pdf on State Education Department Website; accessed 11, June, 2024.

From the New York State Education Department. New York State Testing Program Grade 7 Mathematics Test. Internet. Available from https://www.nysedregents.org/ei/math/2024/2024-released-items-math-g7.pdf on State Education Department Website; accessed 11, June, 2024.

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1.

A store sells packages of butter. The table 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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2.

A farmer plants 4 rows of seedlings. The first 3 rows are equal in length. The length of the fourth row is 19 yards. The total length of the 4 rows is 61 yards. What is the length, in yards, of each of the first 3 rows the farmer plants?

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3.

On average, ocean temperatures around the world range from -2\degree C to 32\degree C. What is the difference between the two ocean temperatures?

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4.

Mr. Moore collected data from his sixth grade class on how many minutes they studied for a test. The dot plot shows the number of minutes each student studied.

Which statement about the distribution of the data is true?

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5.

Victoria has a movie subscription. She pays an annual membership fee of $24.00 and also a fee of $4.00 for each movie she watches. Which inequality can be used to determine the total number of movies, m, Victoria can watch if she wants to spend less than $100.00 per year?

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6.

The regular price of a shirt is n dollars. During a sale, the shirt is discounted by 15\%. Which pair of expressions includes two correct ways to represent the price, in dollars, of the shirt after the discount?

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7.

Which expression is equivalent to 3.6(x-5)+2.5(x+4)?

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9.

What is the value of the expression shown below?

\frac{1}{3}-(\frac{2}{3}+\frac{5}{7})-2\frac{1}{5}

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10.

There were two movies shown at a theater. A total of 150 tickets were sold for the first movie, and 40% more tickets were sold for the second movie than for the first movie. If each ticket sold for $13.50, what was the total amount of ticket sales, in dollars, for both movies?

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11.

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

Which equation represents this proportional relationship?

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12.

Pat uses 2\frac{5}{8} cups of sugar for 3\frac{1}{2} 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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13.

A seventh grade class sells gift cards as a fundraiser for the school library. Each gift card sells for $15.00. The library gets 35% of the money earned for each gift card sold. How much money does the library get if the class sells 500 gift cards?

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14.

Which graph represents the solution to the inequality 4-4x>16

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16.

Which situation results in a final value of zero?

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17.

Cheryl earns $23.75 babysitting for 2\frac{1}{2} hours. At that rate, how much does Cheryl earn when babysitting for 5\frac{3}{4} hours?

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18.

Two line plots are shown.

The first one represents the average cell phone usage per day, in minutes, of 20 teenagers. The second one represents the average cell phone usage per day, in minutes, of 20 adults.

Which statement about the two data sets is true?

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19.

There are 140 students enrolled at a school.

  • Of the students that are enrolled at the school, \frac{3}{4} play sports.

  • Of the students that play sports, \frac{1}{7} are in an art club.

How many students enrolled at the school both play sports and are in an art club?

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20.

Which expression is equivalent to 17(\frac{1}{3})\times-\frac{7}{2}x?

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21.

A store buys candy by the pound. The graph shown 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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25.

Frank and his friends are playing a game with the spinner shown.

Each player spins the arrow 5 times and adds all the numbers the spinner lands on to get their score. Frank’s first three spins are listed below:

-1.5, 2, and -3.5.

Frank has two more spins. What two numbers would the spinner need to land on for Frank’s final score to equal 0? Explain your answer.

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8.

A teacher records the test scores for the students in her class. The results are shown in the box plot.

Based on these data, what is the interquartile range?

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15.

What is the value of the expression shown below?

-1\frac{1}{2}+(-\frac{7}{8})(-\frac{3}{4})