CAASPP Grade 4 Math

A baker has 159 cups of brown sugar and 264 cups of white sugar. How many total cups of sugar does the baker have?

Jarrod is adding 3\frac{2}{3} and 7\frac{5}{6}.

He uses these steps to find the sum.

Step 1: 3+7=10

Step 2: \frac{2}{6}+\frac{5}{6}=\frac{7}{12}

Step 3: 10+\frac{7}{12}=10\frac{7}{12}

Jarrod made a mistake. Select the statement that corrects his mistake.

Danielle's full-grown dog weighs 10 times as much as her puppy. The puppy weighs 9 pounds.

Enter the number of pounds the full-grown dog weighs.

Choose the fraction model that represents the following equation:

\frac{3}{7}+\frac{2}{7}+\frac{1}{7}=\frac{6}{7}

Select the list of numbers that are all multiples of 9.

Susan has 3 times as many books as Mary. Mary has 18 books. Which equation can be solved to figure out how many books Susan has?

Anna is using four models to compare fractions. She shades each rectangle to represent a fraction of a whole.

Select all the statements that can be supported using Anna's fraction models.

Isabella has 2 times as many DVDs as Emma. Emma has 6 DVDs.

Enter the number of DVDs Isabella has.

Decide whether each expression is equal to 4 \times \frac {2}{3}. Drag each expression to the correct category to respond.

Conner solves 8 \times 16. He says, "I can find the product if I multiply 8 \times 15 then add 8."

Select the statement that best explains if Connor's strategy is correct.

Use the diagram to solve the problem.

• The measure of \angle DCE=70 \degree

• The measure of \angle ECF=45 \degree

• The measure of \angle FCG=45 \degree

Enter the measure, in degrees, of \angle DCF.

Carlos uses this information to plan the number of packages of juice to buy:

• He needs 480 juice boxes.

• Some packages have 6 juice boxes.

• Some packages have 8 juice boxes.

Carlos claims, "To buy exactly 480 juice boxes, I need to buy 30 packages of apple juice and 40 packages of orange juice."

Select two statements that must be true for Carlos's claim to be correct.

Steven made a snack mix.

• He used \frac{1}{4} cup of raisins and \frac{2}{4} cup of nuts to make one serving.

Steven wants to make 5 servings of snack mix. How many cups of snack mix are in 5 servings?

Draw all the lines of symmetry for the shape. If there are no lines of symmetry, circle None.

Mrs. Taylor's class is measuring the wingspans of butterflies, in inches.

They record their results in this table.

The wingspan of the Tiger Butterfly in \frac{3}{4} inch longer than that of the Monarch Butterfly.

What is the difference, in inches, between the longest and shortest wingspans? Enter your answer in the response box.

The line plot shows the distances, in miles, Rex walked on seven days.

Enter the total distance, in miles, Rex walked for all seven days.

At the beginning of June, a bean plant was 3\frac{4}{5} inches tall.

By the beginning of July, the plant was 6\frac{2}{5} inches tall.

How many inches did the plant grow during June? Enter your answer in the response box.

Draw and fill in the the spaces of the figure to shade \frac {3}{5} of Figure R.

Enter the product.

Enter a decimal that is equivalent to \frac{6}{100}.

A class is making 7 flags. It takes \frac{3}{4} of a yard of felt to make each flag.

The total number of yards of felt needed is between which two numbers?

A student has 3 times as many markers as her teacher. The teacher has 4 markers. Which equation can be used to solve how many markers the student has?

A pear costs 79 cents. Zack buys 8 pears. What is the total cost, in cents, of the pears?

A cheese pizza has 8 slices. A pepperoni pizza has 24 slices. Which equation can be solved to figure out how many times as many slices the pepperoni pizza has than the cheese pizza?

Enter the unknown number that makes the equation true.

$\frac{2}{6} \times 9 = \square$

English glossary:
Enter: Click, type

Enter the unknown number that makes this equation true.

$\frac{\square}{10} + \frac{18}{100} = \frac{88}{100}$

Round 6784 to the nearest hundred.

Enter your answer in the response box.

English glossary:
Enter: click, type

Select the statement that explains how the values of the numbers 6,230 and 62,300 are different.

Which number is 100 times greater than 50?

Enter the unknown number that makes the equation true.

$\frac{2}{6}+\frac{3}{6}=\square$

Determine if each equation is true or false. Select True or False for each equation.

Determine the number of lines of symmetry for each shape. Click in the box that matches the shape to the correct number of lines of symmetry.

Enter the symbol (<, >, or =) that correctly compares the fractions.

$\frac{5}{6} \square \frac{1}{8}$

English glossary :

Enter: Click, type

Which situation is represented by the equation $6 \times 8 = \square$?

Determine if each equation is true or false. Select True or False for each equation.

This line plot shows the lengths, in inches, of Ava's bird feathers.

Enter the difference, in inches, between the longest feather and the shortest feather.

English glossary:
feathers: the parts that cover a bird
Enter: click, type

When rounding to the nearest ten thousand, which numbers round to 430,000?
Select Yes if the number rounds to 430,000.
Select No if the number does not round to 430,000.
English glossary:
Select: choose

There are 31 days in May. Calvin does 60 pushups every day of the month of May.
How many total pushups does he do in the month of May?

English glossary:
pushups: exercises

Decide whether each number is prime or composite.
English glossary:
whether: if

Darlene has 9 times as many stickers as Brad. Darlene has 72 stickers. How many stickers does Brad have?

Enter your answer in the response box.

Decide whether each measurement is equal to $7\frac{1}{3}$ yards. Select Yes or No for each measurement.

Enter the symbol (<, >, or =) that goes in the box to make a true comparison.
$0.58 \square 0.48$

English glossary:
Enter: Click, type

Which of the following expressions are equal to the product of $37 \times 41$?

Select all that apply.

The vertex of ∠QRS is at the center of the circle. The circular arc between Point Q and Point S is $\frac{1}{6}$ of the circle.

Enter the measure, in degrees, of ∠QRS.

The first three terms of a dot pattern are shown. Each term is generated by following the same rule.

Decide whether each strategy can be used to find the number of dots in the 99th term.

Select Yes or No for each strategy.

English glossary :

whether : if

strategy : method, process, idea

Select : choose

A shape pattern is generated by repeating the pattern of Circle, Triangle, Circle, Circle, Square.

Click in the table to show the first six terms of the pattern, starting with Triangle.

Select the set of fractions that are ordered from least to greatest.

Tara's piece of paper is shown. Amy's piece of paper is 3 cm shorter than Tara's.

Enter the length, in centimeters, of Amy's piece of paper.

Bill is comparing pairs of fractions.

$\frac{8}{10} > \frac{45}{100}$

$\frac{7}{10} > \frac{9}{100}$

Bill claims, “When comparing two fractions, the fraction with the denominator 10 is always greater than the fraction with the denominator 100.”

Which pair of fractions shows that Bill’s claim is not correct?

A truck was carrying 9 boxes.

• The boxes had a total weight of 948 pounds.

• The driver estimated that each box weighed about 100 pounds.

Which statement shows the first step the driver used to find his estimate of 100 pounds?

Select whether each attribute is Always True, Sometimes True, or Never True of a rectangle.

\frac{7}{12}<\frac{2}{3}

\frac{3}{5}>\frac{4}{10}

40 hundreds + 50 tens + 81 ones = 4581

4 thousands + 8 hundreds + 1 ten + 5 ones < 4581

\frac{1}{2}=\frac{50}{100}

\frac{9}{10}=\frac{99}{100}