Random
Methods
Rounding
Multiplying digits
Story problems
100

Solve. 63 x 5

315

100
Write this equation using the Place Value Section Method. 


41 x 30 


40 x 30 

1 x 30 

100

Round equation then solve 

7 x 8 

10 x 10 = 100

100

Solve 

8 x 7

56

100

There was a place with 5 tables. Each table can fit 13 people. How many people can fit this place? (Have to be seated) 

65 people seated 

200

Draw a area model for 

237 x 4

On the board

200

Write this equation using the Expanded Notation Method. 

12 x 26

12 = 10 + 2

26 = 20 + 6 

      20 x 10 = 200

      20 x 2 = 40 

      10 x 6 = 60 

       6 x 2 = 12

               = 312

200

Round equation then solve 

12 x 23

10 x 20 = 200

200

Solve 7 x 32

224

200

A car tire costs $158. If Daniel needs to buy new tires, how much will 4 tires cost? 

$632

300

Write all equations for 53 x 12

50 x 10 

50 x 2

3 x 10 

3 x 2

300

Write the equation using the Algebraic Notation Method. 

43 x 67 

43 x 67 = (40 + 3) + (60 + 7) 

            = 2,400 + 280 + 180 + 21 

            = 2,881

300

Round equation then solve

36 x 41 

40 x 40 = 1,600

300

Solve 

8 x 572

4,576

300

A movie complex has 8 theaters. Each theater has 287 seats. There are 13 people who work at the theater. How many seats are there altogether? 

2,296

400

Draw a area model for 


4,567 x 5

on the board

400
Write the equation using Partial Product Method 


34 x 57

 On the Board

400

Round equation then solve (round to the nearest hundreds) 

325 x 11

300 x 10 = 3,000
400
Solve 


6 x 3,542

21,252

400

Alex is shopping for school clothes. He buys 4 shirts for $12 each. He also buys 3 pairs of shorts for $17 each. How much does Alex spend on school clothes in all? 

$99

500

Solve for 

4,567 x 5 

22,835

500

Choose a method to solve for ... 

(SHOW YOUR WORK & Tell me which method) 


3,452 x 43 

148,436

500

Round equation then solve (round to the nearest hundreds)

342 x 532 

300 x 500 = 150,000

500

Solve 

76 x 39

2,964

500

A double tennis court is 82 feet long and 42 feet wide. A single tennis court is 82 feet long and 36 feet wide. What is the difference between the areas of a double tennis court and a single tennis court? 

The double tennis court is 492 feet longer 

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