Basic Equations
Word Problems
Partial Products
Multiples of 10
Higher Order Thinking
100

What is 12 × 13?

156

100

A box has 12 rows with 15 crayons in each row. How many crayons are there total?

180

100

Use partial products to find 23 × 12.

(20×10) + (20×2) + (3×10) + (3×2) = 200 + 40 + 30 + 6 = 276

100

What is 23 × 10?

230

100

20 × 13 = 260. Without multiplying, what is 40 × 13?

Double 260 → 520

200

What is 24 × 15?

360

200

A classroom has 23 desks and each desk has 2 drawers. How many drawers in all?

46

200

Find 34 × 21 using partial products.

(30×20) + (30×1) + (4×20) + (4×1) = 600 + 30 + 80 + 4 = 714

200

What is 45 × 30?

1,350

200

The product of 24 × 25 is close to which benchmark number? 400, 600, or 800?

600 (24 × 25 = 600)

300

What is 36 × 42?

1,512

300

A farmer plants 14 rows of corn with 26 plants in each row. How many corn plants are there?

364

300

Solve 46 × 35 using partial products.

(40×30) + (40×5) + (6×30) + (6×5) = 1200 + 200 + 180 + 30 = 1,610

300

What is 62 × 50?

3,100

300

If 32 × 15 = 480, what is 64 × 15?

Double 480 → 960

400

What is 48 × 27?

1,296

400

A bus company has 18 buses. Each bus holds 42 people. How many people can ride total?

756

400

Solve 52 × 47 using partial products.

(50×40) + (50×7) + (2×40) + (2×7) = 2000 + 350 + 80 + 14 = 2,444

400

What is 78 × 60?

4,680

400

A rectangle is 24 cm long and 12 cm wide. What is its area?

288 cm²

500

What is 65 × 34?

2,210

500

A ticket costs $24. If 36 people buy tickets, how much money is collected?

$864 

500

Solve 67 × 89 using partial products.

(60×80) + (60×9) + (7×80) + (7×9) = 4800 + 540 + 560 + 63 = 5,963

500

What is 94 × 70?

6,580

500

Explain how you can use 50 × 12 to find 49 × 12.

Subtract one group of 12 → 600 – 12 = 588

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