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The purpose of this Number Talk is to elicit strategies and understandings students have for adding within 100. These understandings help students develop fluency and will be helpful later in this lesson when students need to add to find the total number of students represented in a picture graph. When students use strategies based on place value to add, they look for and make use of structure (MP7).
This is the first time students experience the Number Talk routine in IM Grade 3. Students should be familiar with this routine from a previous grade. However, they may benefit from a brief review of the steps involved.
Encuentra mentalmente el valor de cada expresión.
The purpose of this activity is for students to read a scaled picture graph. A scale of 5 is used to encourage skip-counting because students skip-counted by 5 in grade 2. The questions in the task focus on the structure of a scaled picture graph and the strategies students can use to read them.
¿Cuántos estudiantes están representados en la gráfica? _______________
Las respuestas de los estudiantes también se muestra en esta gráfica de dibujos:
¿Cuál es la diferencia entre contar el número total de estudiantes en esta gráfica y contar el número total de estudiantes en la primera gráfica?
The purpose of this activity is for students to interpret a scaled picture graph and write questions that can be asked based on the data represented in a scaled picture graph.
Andre recolecta datos acerca de 4 tipos de flores que ve camino a casa. Los datos se muestran en esta gráfica de dibujos:
¿Cuántas flores de cada tipo vio Andre camino a casa?
rosas _____
tulipanes _____
margaritas ____
violetas _____
A un grupo de estudiantes le preguntaron: “¿Cuál es tu tipo de libro favorito?”. Sus respuestas se muestran en esta gráfica de dibujos:
Display the images of the two “Favorite Sports” graphs.
“Hoy aprendimos sobre las gráficas de dibujos con escala. ¿Por qué razones haríamos una gráfica de dibujos con escala?” // “Today we learned about scaled picture graphs. Why would we make a scaled picture graph?” (When there is a lot of data to represent, it is faster to use a scale greater than 1.)
“¿En qué es diferente leer gráficas de dibujos con escala a leer gráficas de dibujos que tienen una escala de 1?” // “How is reading scaled picture graphs different from reading picture graphs that have a scale of 1?” (In a scaled picture graph, each picture doesn’t represent 1 thing, so you need to use the key. In a scaled picture graph, you can count by a number greater than 1 to find the total in each category.)
Math CommunityAfter the Cool-down, ask students to individually reflect on the questions “Which ‘Doing Math’ action did you feel was most important in your work today? Why?” Students can write their responses on the bottom of their Cool-down paper, on a separate sheet of paper, or in a math journal.
Collect and read their responses after class. These responses will offer insight into how students feel about their own mathematical work and how you make personal connections to the norms students will create during Days 4–6.