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The purpose of this Number Talk is to elicit strategies and understandings students have for addition within 100. It also provides an opportunity to observe student strategies as they work toward becoming fluent in addition within 1,000.
When students use strategies based on place value to add, they look for and make use of structure (MP7).
Find the value of each expression mentally.
The purpose of this activity is for students to connect scaled picture graphs to situations involving equal groups. The scale of the picture graph will be used to help students think about a category of the graph as a situation involving equal groups.
The Launch is an opportunity for students to share their experiences and ask questions about the graph to ensure each student has access to the context. If it is helpful, display a few images of different types of signs students may see in their community.
Elena collected data about signs she saw on the way home. The data is shown in this picture graph:
Which statement describes how the graph represents the number of speed limit signs Elena saw? Explain your reasoning.
The purpose of this activity is for students to represent situations involving equal groups in a way that makes sense to them. Have connecting cubes available for students to use to represent the situation, if they would like. Students may also draw a picture. One partner could use the objects while one draws, and then they could switch for each problem. The focus of the discussion is on the important quantities of each situation and how students used their representation to model each quantity (MP4).
In the Launch, it may be helpful to ask students to tell their partner a quick story or ask any questions about the focus of each of the three contexts to ensure each student has access. It may also be helpful to display images for students to reference.
Represent each situation.
Display a representation of equal groups from the lesson.
“The situations we looked at today were all multiplication. Multiplication is how we represent the total number of objects when we have a certain number of equal groups. For example, in this picture, we would say we have 5 groups of 2.”
“Describe a situation with equal groups that you could represent as multiplication.” (Packs of pencils, bins or baskets with the same number of things in each one, pairs of shoes, rows of seats on the bus.)