CAASPP Grade 7 Math

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1

Enter the value of 5 \cdot (13.5-4.5).

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The number line shows record low temperatures for four states.

Enter the different, in degrees, between the record low temperatures in Hawaii and South Dakota.

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1

Select the expression equivalent to (4x+3)+(-2x+4).

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Select all expressions that are equivalent to -3.75+2(-4x+6.1)-3.25x.

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Enter the decimal equivalent of \frac{11}{8}.

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Enter the value of c when the expression 21.2x+c is equivalent to 5.3(4x-2.6)

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Select all values equivalent to -\frac{10}{7}.

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A principal wants to know if students at a particular high school are in favor o a new dress code at their school.. The principal is not able to ask the opinion of every student at the school, so she needs to select an appropriate sample of the student to represent the high school.

Select which sample of student the principal should choose.

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Jenny has $25 and she earns $10 for each lawn that she mows Jenny wants to buy a concert ticket that costs $65.

Enter the minimum number of laws Jenny needs to mow to be able to buy the concert ticket.

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This table shows a proportional relationship between the grams of peanuts and raisins in a bag of trail mix.

Enter the number of grams of peanuts in a bag for every 1 gram of raisins.

A bag contains 16 marbles. There are 5 blue, 9 yellow, and 2 red marbles. One marble is selected at random. 

Determine whether each statement correctly describes the likelihood of an event based on the given bag of marbles. Select True or False for each statement. 

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It is impossible that a green marble will be selected.

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It is unlikely that a yellow marble will be selected.

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It is certain that a blue marble will be selected.

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It is unlikely that a red marble will be selected.

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David goes into a candy store with $5.00. He buys 9 peppermints for $0.15 each, and some sour candies. Each sour candy costs $0.25.

Enter the maximum number of sour candies David can buy.

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Sara buys a sweater at a department store. The sweater costs $30. The store is having a 25% off sale on everything in the store.

Enter the amount of money, in dollars, Sara saves from the sale. Do not consider the sales tax.

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1

An electrician is hired to install outdoor lighting. The electrician claims that the relationship between the number of hours worked and the total work fee is proportional. The fee for 5 hours of work is $225.

Select all combinations of values for the electrician's work hours and total work fee that support the claim that the relationship between the two values is proportional.

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Figure A is a scale image of Figure B, as shown.

The scale that maps Figure A onto Figure B is 1:7\frac{1}{4}.

Enter the value of x.

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Lisa wrote the expression (3+6x)-2(x+1)+5. She simplified the expression using the following steps:
Step 1: 3(1+x)-2(x+ 1)+5
Step 2: 3(x+1)-2(x+1)+5
Step 3: (x+1)+5
Step 4: x+6

Lisa says that (3+6x)-2(x+1)+5=x+6. Lisa's statement is incorrect.

In which step did Lisa first make a mistake, and what is a correct expression for that step?

This graph shows a proportional relationship between the number of hours a factory is in operation and the number of gallons of water used.

Select True or False for each statement about the graph.

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The factory uses 4 gallons of water when it is in operation for 4000 hours.

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Point W represents the number of gallons of water used when the factory is in operation for 7 hours.

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The factory uses 9000 gallons of water when it is in operation for 9 hours.

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The figure shown is created by joining two rectangles.

Enter the area, in square inches, of the figure.

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Alfonso went to Famous Sam's Appliance Store and purchased a refrigerator and a stove. The sale price of the refrigerator was 40% off the original price and the sale price of the stove was 20% off the original price.

Which statement must be true to conclude that Alfonso received a 30% overall discount on the refrigerator and the stove together?

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1

Select all tables that represent a proportional relationship between x and y.

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1

The circumference of a circle is approximately 37.7 centimeters.

Enter the radius of the circle, in centimeters. Round your answer to the nearest whole number.

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1

Draw the correct arrow onto the number line to represent the solution of the inequality 6x-4<8.

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1

Maria claims that any fraction located between \frac{1}{5} and \frac{1}{7} on a number line must have a denominator 6.

Enter a fraction that shows Maria's claim is incorrect.

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1

A company makes two sizes of boxes shaped like rectangular prisms. The large box is 16 inches tall, 10 inches wide, and 10 inches long. The drawing shows the dimensions of the small box.


Part A
What is the maximum number of small boxes that can fit inside the large box? _______ 

Part B
The company plans to increase the width and length of the large box by 4 inches each to create a new larger box. How many more of the small boxes will be able to fit inside this new larger box compared to teh original large box? _______ 

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1

Lenny bought a motorcycle. He paid 12.5% in tax. The tax added $1437.50 to the price of the motorcycle.

What was the price of the motorcycle, not including the tax?

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These two maps show the same area at two different scales.
Columbus is not on Map A.
Map B does not have a scale written on it.
Riverside and Gladville are 6.8 cm apart on Map A.
Riverside and Gladville are 3.4 cm apart on Map B.
Gladville and Columbus are 1.8 cm apart on Map B.

Determine the straight line distance, in miles, from Gladville to Columbus.

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Johnny uses a wheelbarrow to move planting soil to a delivery truck. The volume of planting soil that fits in the wheelbarrow measures 2 feet by 3 feet by 1.5 feet. The delivery truck measures 11 feet by 8 feet and is 6 feet tall. Johnny puts planting soil in the delivery truck until the truck is 70% full.

What is the minimum number of times Johnny needs to use the wheelbarrow until the delivery truck is 70% full?

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1

This graph shows a proportional relationship between the number of gallons of gasoline used (g) and the total cost of gasoline (c).

Find the constant of proportionality (r). Using the value for r, enter an equation in the form of c = rg that represents the relationship between the number of gallons of gasoline used (g) and the total cost (c).

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1

When playing basketball, Jan makes 4 out of every 10 shots she takes.

Select all the statements that describe Jan's situation.

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1

Mary and Jerry are exercising on a track.
Mary is walking at a rate of 3 miles per hour.
Jerry starts jogging at a rate of 4 miles per hour after Mary has been walking for 15 minutes.
Jerry jobs 2 miles as Mary continues walking, and they both stop at the same time.
Enter the total distance, in miles, that Mary walks around the track.

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1

Marcus has a pool that can hold a maximum of 4500 gallons of water. The pool already contains 1500 gallons of water. Marcus begins to add more water at a rate of 30 gallons per minute.

Enter an inequality that shows the number of minutes, m, Marcus can continue to add water to the pool without exceeding the maximum number of gallons. (Copy/paste the following symbols as needed: ≥ , ≤ )

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1

Values for variables a, b, and c are graphed on the number line shown.

Use the graph to evaluate the expressions. Categorize each expression to indicate whether the expression is less than 0, equal to 0, or greater than 0.

a-b
a+b
b-c
c-a
a+c

< 0
=0
>0

Enter the value of 5 \cdot (13.5-4.5).

The number line shows record low temperatures for four states.Enter the different, in degrees, between the record low temperatures in Hawaii and South Dakota.

Select the expression equivalent to (4x+3)+(-2x+4).

Select all expressions that are equivalent to -3.75+2(-4x+6.1)-3.25x.

Enter the decimal equivalent of \frac{11}{8}.

Enter the value of c when the expression 21.2x+c is equivalent to 5.3(4x-2.6)

Select all values equivalent to -\frac{10}{7}.

Jenny has $25 and she earns $10 for each lawn that she mows Jenny wants to buy a concert ticket that costs $65.Enter the minimum number of laws Jenny needs to mow to be able to buy the concert ticket.

This table shows a proportional relationship between the grams of peanuts and raisins in a bag of trail mix.Enter the number of grams of peanuts in a bag for every 1 gram of raisins.

It is impossible that a green marble will be selected.

It is unlikely that a yellow marble will be selected.

It is certain that a blue marble will be selected.

It is unlikely that a red marble will be selected.

David goes into a candy store with $5.00. He buys 9 peppermints for $0.15 each, and some sour candies. Each sour candy costs $0.25.Enter the maximum number of sour candies David can buy.

Sara buys a sweater at a department store. The sweater costs $30. The store is having a 25% off sale on everything in the store.Enter the amount of money, in dollars, Sara saves from the sale. Do not consider the sales tax.

Figure A is a scale image of Figure B, as shown.The scale that maps Figure A onto Figure B is 1:7\frac{1}{4}.Enter the value of x.

The factory uses 4 gallons of water when it is in operation for 4000 hours.

Point W represents the number of gallons of water used when the factory is in operation for 7 hours.

The factory uses 9000 gallons of water when it is in operation for 9 hours.

The figure shown is created by joining two rectangles. Enter the area, in square inches, of the figure.

Select all tables that represent a proportional relationship between x and y.

The circumference of a circle is approximately 37.7 centimeters. Enter the radius of the circle, in centimeters. Round your answer to the nearest whole number.

Draw the correct arrow onto the number line to represent the solution of the inequality 6x-4<8.

Maria claims that any fraction located between \frac{1}{5} and \frac{1}{7} on a number line must have a denominator 6.Enter a fraction that shows Maria's claim is incorrect.

Lenny bought a motorcycle. He paid 12.5% in tax. The tax added $1437.50 to the price of the motorcycle.What was the price of the motorcycle, not including the tax?

When playing basketball, Jan makes 4 out of every 10 shots she takes. Select all the statements that describe Jan's situation.

Values for variables a, b, and c are graphed on the number line shown. Use the graph to evaluate the expressions. Categorize each expression to indicate whether the expression is less than 0, equal to 0, or greater than 0.

The number line shows record low temperatures for four states.

Enter the different, in degrees, between the record low temperatures in Hawaii and South Dakota.

Jenny has $25 and she earns $10 for each lawn that she mows Jenny wants to buy a concert ticket that costs $65.

Enter the minimum number of laws Jenny needs to mow to be able to buy the concert ticket.

This table shows a proportional relationship between the grams of peanuts and raisins in a bag of trail mix.

Enter the number of grams of peanuts in a bag for every 1 gram of raisins.

David goes into a candy store with $5.00. He buys 9 peppermints for $0.15 each, and some sour candies. Each sour candy costs $0.25.

Enter the maximum number of sour candies David can buy.

Sara buys a sweater at a department store. The sweater costs $30. The store is having a 25% off sale on everything in the store.

Enter the amount of money, in dollars, Sara saves from the sale. Do not consider the sales tax.

Figure A is a scale image of Figure B, as shown.

The scale that maps Figure A onto Figure B is 1:7\frac{1}{4}.

Enter the value of x.

The figure shown is created by joining two rectangles.

Enter the area, in square inches, of the figure.

The circumference of a circle is approximately 37.7 centimeters.

Enter the radius of the circle, in centimeters. Round your answer to the nearest whole number.

Maria claims that any fraction located between \frac{1}{5} and \frac{1}{7} on a number line must have a denominator 6.

Enter a fraction that shows Maria's claim is incorrect.

Lenny bought a motorcycle. He paid 12.5% in tax. The tax added $1437.50 to the price of the motorcycle.

What was the price of the motorcycle, not including the tax?

When playing basketball, Jan makes 4 out of every 10 shots she takes.

Select all the statements that describe Jan's situation.

Values for variables a, b, and c are graphed on the number line shown.

Use the graph to evaluate the expressions. Categorize each expression to indicate whether the expression is less than 0, equal to 0, or greater than 0.