Math Equations Quiz

What are the unknown numbers in the equations? 9 x 6 = _________ 9 x 60 = _________ 9 x 600 = _________ 9 x 6,000 = _________

• 54000

• 54

• 540

• 5400

• 55

What are the unknown numbers in the equations? 8 x 7 = _________ 8 x 70 = _________ 8 x 700 = _________ 8 x 7,000 = _________

• 56000

• 56

• 560

• 5600

• 57

The model illustrates how to compute 4 x 236. Which equations represent the partial products depicted by the model? Select all the correct answers.

• 4 x 200 = 800

• 4 x 30 = 120

• 4 x 6 = 24

• 4 x 60 = 240

• 4 x 3 = 12

The model demonstrates how to calculate 6 x 153. Which equations represent the partial products shown in the model? Select all the correct answers.

• 6 x 100 = 600

• 6 x 50 = 300

• 6 x 3 = 18

• 6 x 30 = 180

• 6 x 5 = 30

What comparison sentence describes the model? Write the numbers from the list to correctly complete the sentence.

• 4 times as many as 11 is 44.

• 3 times as many as 11 is 33.

• 5 times as many as 11 is 55.

• 2 times as many as 11 is 22.

How can you express the multiplication of 7 × 492 using place value and expanded form? (7 × ______) + (7 × ______) + (7 × ______)

• (7 × 400) + (7 × 90) + (7 × 2)

• (7 × 490) + (7 × 2) + (7 × 0)

• (7 × 40) + (7 × 90) + (7 × 2)

• (7 × 400) + (7 × 92) + (7 × 0)

Chris and Dana played a card game. Together, they scored 50 points in one game. Chris scored 4 times as many points as Dana. How many points did Chris and Dana each score? Write the numbers from the list to correctly complete the sentence. Chris scored ______ points and Dana scored ______ points.

• Chris scored 40 points and Dana scored 10 points.

• Chris scored 32 points and Dana scored 24 points.

• Chris scored 44 points and Dana scored 12 points.

• Chris scored 36 points and Dana scored 20 points.

Chris and Dana played a card game. Together, they scored 60 points in one game. Chris scored 4 times as many points as Dana. How many points did Chris and Dana each score? Write the numbers from the list to correctly complete the sentence. Chris scored ______ points and Dana scored ______ points.

• Chris scored 48 points and Dana scored 12 points.

• Chris scored 40 points and Dana scored 20 points.

• Chris scored 36 points and Dana scored 24 points.

• Chris scored 32 points and Dana scored 28 points.

In the computer game Town Planning, each park costs 850 points to construct. How many points are needed to build 6 parks? ______ points

• 5100

• 5000

• 5200

• 5300

In the computer game Town Planning, each tree costs 500 points to plant. How many points are needed to plant 8 trees? ______ points

• 4000

• 4500

• 5000

• 5500