Misc.
Quick Math
Strategies
Prime and composite
Write an equation
100

Name a strategy for solving multiplication or division problems.

Skip counting

Repeated addition

Tile array

Area model 

100

7x8=?

56

100

This strategy uses a number line to solve equations

Skip counting

100

a number that only has two factors which are itself and one.

Prime number

100

Julia bought a Dog Man book and a fidget spinner. The book cost $20.The fidget spinner cost $10. How many more times more than the fidget spinner did the book cost? 

2 times more.


20÷10=2

10x2=20

200

4x20=?

80

200

9x5=?

45

200

This strategy looks like a chocolate bar. It involves creating rows and columns inside a rectangle to visually represent an equation to solve the equation. 

Tile Array

200

a number that  has more factors in addition to one and itself.

Composite number 

200

Janel has 2 rows of crayons in her 12- count crayon box. How many crayons are in each row?

-Write an equation with the answer.

12÷2=6

6 crayons in each row.

300

The blue table has 6 students and each student brought 6 pumpkins to school. How many pumpkins does the blue table have? 

6x6=36

The blue table has 36 pumpkins.

300

32÷4=?

8

300

This strategy uses the LxW=A formula to solve equations. 

Area model

300

Number 2 is an example of what kind of number?

Prime number

300

Tim is 12 years old. Tim's dad is 3 times older than Tim. How old is Tim's dad?


-write and solve a multiplication equation for the problem. 

12x3=36  

400

What are the factors of 5?

1,5

400

40÷8=?

5

400

This strategy uses a ratio table. An example of this strategy is 3x4= 4+4+4.

Repeated addition 

400

Number 4 is an example of what kind of number?

Composite number 

400

Mark has 10 toy cars. That is 2 times as many as his brother Kirk has. How many toy cars does Kirk have? 

-write a division and a multiplication equation to solve the problem. 

10÷K= 2

2xK=10

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