SBAC Grade 4 Math Practice Test

Question 1

Jasper collects 1,082 cans of food. He gives a certain number of cans to the first local charity he finds. He now has 602 cans of food. How many cans of food did he give to the first local charity?

Accepted Answer

480

Answer

To find out how many cans Jasper gave away, subtract the number of cans he has left from the initial number of cans he collected. Starting with 1,082 cans and ending with 602 cans, the difference is 1,082 - 602 = 480 cans.

Question 2

Which of the following number sentences is represented by the array shown below?

X X X X X X

X X X X X X

X X X X X X

X X X X X X

Accepted Answer

4×6=24

Answer

The array (not provided, but implied) shows a rectangular arrangement of items. If it has 4 rows and 6 columns, then the total number of items is found by multiplying the number of rows by the number of columns. This directly represents the multiplication sentence 4 × 6 = 24.

Question 3

Kevin approved 13 trees out of every group of trees he surveyed. He surveyed 15 groups of trees. How many trees did he approve?

Accepted Answer

195

Answer

To find the total number of trees Kevin approved, multiply the number of trees he approved per group by the total number of groups he surveyed. Therefore, 13 trees/group multiplied by 15 groups equals 195 trees.

Question 4

Which of the following correctly describes the relationship between the values of x and y, as shown in the table below?

Accepted Answer

The value of y is 4 times the value of x

Answer

To determine the relationship between x and y (from the missing table), observe how the y-values relate to their corresponding x-values. If each y-value is consistently four times its x-value (e.g., y=4 when x=1, y=8 when x=2), then the relationship is 'The value of y is 4 times the value of x'.

Question 5

If the measure of angle BAC is 38° and the measure of angle DAE is 49°, then what is the measure of angle CAD?

Accepted Answer

93°

Answer

Assuming angles BAC, CAD, and DAE are adjacent angles that form a straight line, their measures would sum to 180°. Given ∠BAC = 38° and ∠DAE = 49°, we can find ∠CAD by subtracting these from 180°: 180° - 38° - 49° = 93°.

SBAC Practice Test

SBAC Practice Test

SBAC Grade 4 Math Practice Test