5th Grade Science - Volume of Rectangular Prisms & Order of Operations

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33 Terms

1
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A ___ is a 3D shape with six rectangular faces

rectangular prism

2
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A rectangular prism is a ___ shape with six rectangular faces

3D

3
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A rectangular prism is a 3D shape with ___

six rectangular faces

4
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Define “rectangular prism”

A 3D shape with six rectangular faces

5
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To find the ___ of a rectangular prism in cubic units, multiply the length, width, and height together

volume

6
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To find the volume of a ___ in cubic units, multiply the length, width, and height together

rectangular prism

7
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To find the volume of a rectangular prism in ___, multiply the length, width, and height together

cubic units

8
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To find the volume of a rectangular prism in cubic units, ___ the length, width, and height together

multiply

9
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To find the volume of a rectangular prism in cubic units, multiply the ___ together

length, width, and hair

10
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To find the volume of a rectangular prism in cubic units, multiply the length, width, and height ___

together

11
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How do you find the volume of a rectangular prism in cubic units?

By multiplying the length, width, and height together

12
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What letter is used to represent height?

l

13
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What letter is used to represent width?

w

14
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What letter is used to represent height?

h

15
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What is the most common formula for volume?

V = l × w × h

16
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To find the volume of a rectangular prism, what do you need to know?

Its length, width, and height

17
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If a rectangular prism has a length of 5 feet, a width of 3 feet, and a height of 4 feet, what is the volume in cubic units?

60 cubic feet

18
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The volume of an object can also be found by using the ___ of the base (b) and multiplying it by the ___

area, height (h)

19
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How is the base area found?

By multiplying the length and width (b = l × w)

20
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If a prism has a base area of 15 square feet and a height of 4 feet, find the volume

V = 15 × 4 = 60 cubic feet

21
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When solving problems with more than one operation, use ___ to remember the order of operations

GEMDAS

22
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What does G stand for in GEMDAS?

Grouping (parentheses, brackets, etc.)

23
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What does E stand for in GEMDAS?

Exponents (powers, roots)

24
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What does MD stand for in GEMDAS?

Multiplication and Division (from left to right)

25
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What does AS stand for in GEMDAS?

Addition and Subtraction (left to right)

26
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What is the first thing you do to solve the problem?

24 / (4 + 2)

First, solve the parentheses:

4 + 2 = 6

27
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After solving the parentheses, then what do you do in this problem?

24 / (4 + 2)

Divide:

24 / 6 = 4

28
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Write “the sum of seventeen and ten divided by nine” as a numerical expression

(17 + 10) / 9

29
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Write “seven less than the product of eight and nine” as a numerical expression

(8 × 9) - 7

30
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Write “the quotient of thirty and ten plus the sum of four and eight” as a numerical expression

(30 / 10) + (4 +8)

31
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Write “24 / (4 + 2)” in words

The quotient of twenty-four and the sum of four and two

32
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Write “(3 + 4) × (5 + 6)” in words

The product of the sum of three and four, and the sum of five and six

33
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Write “80 / 8 - 7” in words

Eighty divided by eight, then subtract seven