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The purpose of this Number Talk is to elicit strategies and understandings students have for multiplying multi-digit whole numbers. These understandings help students develop fluency and will be helpful later in this lesson when students need to choose a multiplication strategy and justify that choice.
The products in this Number Talk get increasingly more cumbersome to keep track of mentally. This progression helps students identify products that are more easily found mentally versus those that are easier to find using the standard algorithm, with pencil and paper.
Encuentra mentalmente el valor de cada expresión.
The purpose of this activity is for students to consider the numbers when they choose a strategy to find the value of a product. Some students might choose to use the same strategy for any multiplication problem. In this activity, the numbers were chosen to encourage students to choose different strategies in order to generate discussion about why certain multiplication problems lend themselves to different strategies.
When students choose a multiplication strategy based on the factors, using the associative and commutative properties of multiplication and the distributive property, along with known facts, they make use of structure to facilitate their calculations (MP7).
Encuentra el valor de cada expresión. Explica o muestra cómo razonaste.
The purpose of this activity is for students to try new ideas from the previous activity and practice multiplying using the standard algorithm.
Encuentra el valor de cada expresión.
“Hoy pensamos en cómo los factores que aparecen en una expresión pueden influir en nuestra decisión sobre qué estrategia usamos para multiplicar. ¿Alguien puede decir qué números específicos hicieron que escogieran una estrategia en vez de otra?” // “Today we reasoned about how the factors in an expression can influence the multiplication strategy we use. Can someone describe specific numbers that made you choose one strategy over another?” (Sometimes the numbers help me use a mental strategy. For , I just know it’s 1,500. Or for that would be 15 less than or 1,485.)
“Mencionen algunos ejemplos de expresiones en las que usaríamos el algoritmo estándar para encontrar el producto” // “What are some examples of expressions in which we would use the standard algorithm to find a product?” (When the numbers are complicated like , I don’t see a mental approach, so the standard algorithm would be a good method.)