1,000 + 200 + 60 + 7
Identify the form of the number above
Expanded form
Name the property
12 x 5 = 5 x 12
Commutative Property
Solve for 4 x 6
6 + 6 + 6 + 6 = 24
name that strategy
repeated addition
4: 4, 8, 12, 16, 20, 24
This is an example of ______________
Multiples
Round to the nearest ten thousands
54,981
50,000
134,978
What is the value of the underlined digit?
30,000
5(2 x 4) = 5x2 + 5x4
name this property
Distributive Property
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
Draw an array
14 x 58 = 232
14 and 58 are called ___________
factors
How can you make the following sentence true?
48 x 34 = 1,500
__ x __ = 1,500
Round 48 and 34 to 50 and 30
954,623
What place is the 9 in?
Any number times 0 is 0.
Example
4 x 0 = 0
0 x 8 = 0
Name that property
Zero property of multiplication
27 x 52 can be rewritten as
25 x 50
Name the following strategy
Compatible Numbers
The answer to a division problem
14
7 = 2
Quotient
Estimate the product
120 x 5 =
600
Melissa's user ID is a 5-digit number. The 6 is in the ten thousands place. An 8 is in the thousands place. The 0 is in the ones place. A 2 is in the tens place. A 1 is in the hundreds place.
What is Melissa's ID number?
Word Form
(3 x 4) x 2 = 3 x (4 x 2)
Name that property
Associative Property
20 x 60 =
2 x 6 = 12
20 x 60 = 1,200
Name that strategy
Basic Fact
Name the strategy to solve 85 x 37

Area Model
Max is making a fruit basket for his teacher. He buys 28 strawberries and 16 apples. About how many fruits will Max have in all?
About 50 fruits
The Patriots won 14 games in the NFL season. The Rams won 12 games. What is a proper comparison for the two teams?
<, >, =
14 __ 12
Greater than >
The patriots won more games than the Rams.
1 times any number is that same number.
Example
1 x 9 = 9
5 x 1 = 5
Name the property
Identity Property of Multiplication
Name a strategy to help you solve ANY word problem.
C.U.B.E.S

5400, 180 , 60, 2 are examples of
Partial Products
Carla and Amanda collected 497 buttons, but they used 177 of them while fixing some jackets. About how many buttons do they have now?
100,000