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This Times Table 10 drill has 48 problems for Grade 3. Bamboo theme. Answer key included.
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Max discovered a lost panda trapped in the bamboo forest! He must solve multiplication problems to create ten safe pathways before dark.
Standard: CCSS.MATH.3.OA.C.7
Mastering the times-table-10 is a milestone skill that transforms how third graders see multiplication patterns. At eight or nine years old, students are developing the mental flexibility to recognize that multiplying by 10 always produces a predictable pattern—adding a zero to the original number. This skill becomes the foundation for understanding place value, making mental math faster, and building confidence in multiplication more broadly. When children can automatically recall 10 × 6 = 60 or 10 × 9 = 90, they free up mental energy to tackle harder problems without counting on their fingers. Times-table-10 also appears constantly in real-world contexts: counting dimes, measuring in tens, and organizing groups of ten objects. By drilling this table fluently, students develop automaticity—the ability to recall facts instantly—which research shows is essential before moving to multiplication strategy and problem-solving.
Many third graders confuse 10 × 7 with 10 + 7, answering 17 instead of 70. Others correctly add the zero but reverse the digits, writing 706 for 10 × 67. A third common error is mixing up times-table-10 with times-table-1, especially under pressure. You'll spot these mistakes by watching whether the student pauses to count or consistently gives single-digit answers, or by reviewing their written work for reversed digits or missing zeros.
Create a "bundling by tens" activity using items around your home—pasta, blocks, or coins. Have your child make 10 bundles of 10 items each (or draw circles on paper), then count the total aloud together while saying the multiplication sentence: "10 groups of 5 equals 50." Do this with 3–4 different group sizes over a week. This concrete, hands-on reinforcement helps solidify the pattern better than flash cards alone and makes the abstract rule tangible.