WHAT'S INCLUDED:

This lesson is aligned with TEKS - 4th Grade Mathematics.

• TEKS Math 4.4D: Use strategies and algorithms, including the standard algorithm, to multiply up to a fourdigit number by a one-digit number and to multiply a two-digit number by a two-digit number. Strategies may include mental math, partial products, and the commutative, associative, and distributive properties;

Task Card Sizes: Prints in 8.5 x 11

• (1 in 1 page)
• (2 in 1 page)
• (4 in 1 page)
• (6 in 1 page)

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24 Questions:

1. A flower farm packs 4 boxes.
2. During spring planting, 3 rows are filled with 2,148 seeds in each row. What is the total number of seeds planted?
3. In a flower nursery, pots are arranged in rows. What is the total number of pots?
4. While preparing for a spring market, a student multiplies 15 flower bundles by 12 stems each using partial products. What is the total number of stems?
5. A large spring garden is divided into 8 sections. How many plants are in the garden?
6. A gardener uses the distributive property to calculate 14 rows of plants with 6 plants each. What is the total number of plants?
7. At a spring festival: How many flowers are sold in total?
8. While arranging spring bouquets, a student uses the commutative property to solve 7 × 18. Which expression shows this idea?
9. A spring nursery ships boxes of seeds. How many seeds are shipped?
10. A gardener breaks apart 23 × 14 into (23 × 10) + (23 × 4) while planning plant rows. Which strategy is used?
11. In a plant nursery: How many flowers are there?
12. While calculating flower bundles, two different answers appear for 17 × 23. What should be done?
13. A gardener writes: What is the exact number of plants?
14. A gardener mentally solves 1,248 × 3 while planting rows. Which strategy is most helpful?
15. A large spring garden has 9 sections of plants. How many plants are there?
16. A student uses (25 × 10) + (25 × 2) to solve a planting problem. Which strategy is this?
17. A flower shop prepare bundles of flowers: How many flowers are there in total?
18. A florist explains how breaking numbers apart helps solve multiplication problems. What skill is being used?
19. While planning a spring planting layout, which method correctly solves 18 × 15?
20. A greenhouse grows plants in 4 rows, with 1,876 plants in each row. How many plants are grown?
21. A student explains that breaking 12 × 16 into parts helps solve a spring planting problem. Why is this method useful?
22. How many flowers are packed?
23. A florist uses the standard algorithm to multiply 24 × 13 while preparing bouquets. What is the total number of flowers?
24. A spring farm has 6 fields. How many plants are there in all?