Understand Volume
Multiply and Divide Multi-Digit Numbers
Finding Volume
Understand Powers of 10
Compare and Round Decimals
100

What is volume?

The amount of space inside a 3D object.

100

Solve: 36 × 7 = ?

252

100

What formula do you use to find the volume of a rectangular prism?

V = l × w × h.

100

What is 10¹?

10

100

Which is greater: 0.5 or 0.45?

0.5

200

What unit do we use to measure volume?

Cubic units.

200

96 ÷ 8 = ?

12

200

A box that is 3 units × 2 units × 2 units contains how many unit cubes?

12 unit cubes.

200

What is 10³?

1,000

200

Compare: 3.09 ___ 3.9

3.09 < 3.9

300

How many cubic centimeters are in a cube that’s 3 cm on each side?

27 cm³

300

1,284 ÷ 12 = ?

107

300

If the base area of a prism is 12 cm² and the height is 4 cm, what’s the volume?

48 cm³.

300

Multiply 4.5 × 10².

450

300

Round 7.46 to the nearest tenth.

7.5

400

Name one real-world object that has measurable volume.


Box, tank, pool, etc.

400

There are 2,400 stickers shared equally among 8 students. How many stickers does each get?

300

400

A prism is filled with 24 unit cubes. If the base is 4 × 3, what is its height?

 2 units.

400

Divide 36,000 ÷ 10³.

36

400

Order from least to greatest: 4.2, 4.08, 4.19

4.08, 4.19, 4.2

500

If two boxes have the same shape but different volumes, what’s one possible reason why?

Different dimensions / lengths, widths, or heights.

500

Multiply 324 × 25.

8,100

500

Two prisms have equal volumes. Prism A is 4 × 3 × 2; Prism B is 6 × 2 × ?. Find the missing height.

2 units.

500

Explain what happens to a number when you multiply it by 10².

The digits move two places to the left / the number becomes 100 times greater.

500

Explain how to compare two decimals that have a different number of digits.

Add zeros so they have the same number of decimal places, then compare.

M
e
n
u