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The purpose of this Number Talk is to elicit the strategies and understandings students have for multiplying one- and two-digit numbers, which will be helpful later in this lesson when students multiply within 100.
When students use products they know to find a product they don’t know, they look for and make use of structure (MP7).
Find the value of each expression mentally.
Sort the Multiplication Facts Cards
Sort the Multiplication Facts Recording Sheet
In this activity, students check their progress toward fluent multiplication within 100. They do this by revisiting an activity from a previous unit, in which they sort multiplication expressions, from to , into groups: those that they know right away, those they can find quickly, or those they don’t know yet. Here, students sort the same set of expressions, share strategies for finding products they don’t know yet, and then practice finding five products of their choice.
Quiz your partner on their multiplication facts and sort your partner’s facts into one of these columns:
Multiplication expressions I’m going to practice:
Compare Stage 3 Multiplication Cards
Compare Stages 3–9 Directions
The purpose of this activity is for students to learn Stage 3 of the Compare center to practice multiplying within 100. Students may compare expressions by finding the value of each or by reasoning about the features of the expressions (MP7). (For example, when comparing and , they see that both involve 12 groups, but in there are 2 more in each group than in .)
When students multiply 2 one-digit numbers, they should know these products from memory. When students multiply a one-digit number and a two-digit number, they should have an efficient method for finding the product, but do not need to know the product from memory. If students need more practice with their one-digit multiplication facts, consider having them use the cards from the first activity.
Play Compare with 2 players.
“What did you learn about your progress in multiplication during today's lesson?” (I have a lot of strategies for multiplying. I still need to work on multiplying by 7 because those facts are challenging. I have a really good strategy for multiplying by 9.)
“There will be a few more lessons that focus on getting better at multiplying and dividing. Keep what you learned today in mind because you’ll have the chance to apply it in upcoming practice games.”