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The purpose of this activity is for students to identify defining and nondefining attributes of rectangles and squares. Students begin by noticing what is the same about four rectangles (one of which is a square). As they notice, they identify some defining attributes (four sides, four square corners, pairs of sides that are the same length). Then given nonexamples of rectangles, students notice what makes the nonexamples different from the examples. Some, but not all, of the attributes students mention will be defining attributes. For example, students may notice that a rectangle has two long sides and two short sides, but this isn't a defining attribute.
In the Activity Synthesis, students identify squares and rectangles from their card set and the teacher supports students in developing statements about the defining attributes of these shapes. This gives students an opportunity to use language precisely to distinguish squares and rectangles (MP6).
Estos son rectángulos.
¿En qué se parecen todos estos rectángulos?
Estos no son rectángulos.
¿Qué hace que estas figuras sean diferentes de los rectángulos?
Estos son cuadrados.
¿En qué se parecen todos estos cuadrados?
Estos no son cuadrados.
¿Qué hace que estas figuras sean diferentes de los cuadrados?
Centimeter Dot Paper - Standard Spanish
The purpose of this activity is for students to draw rectangles and squares. Students use dot paper to draw the shapes. As they draw, they attend to the attributes of rectangles and squares. Students also draw shapes that are not rectangles or squares. They may use the shape cards to visualize and draw shapes.
The dot paper is included in the student book. A blackline master is also attached if more dot paper is needed.
Dibuja 5 rectángulos.
¿Cómo sabes que estos son rectángulos?
Dibuja 3 figuras que no sean rectángulos.
¿Cómo sabes que no son rectángulos?
Dibuja 5 cuadrados.
¿Cómo sabes que estos son cuadrados?
Dibuja 3 figuras que no sean cuadrados.
¿Cómo sabes que no son cuadrados?
“Hoy aprendimos sobre cuadrados y rectángulos” // “Today we learned about squares and rectangles.”
“¿Qué es verdadero sobre todos los rectángulos?” // ”What is true about all rectangles?” (Rectangles have 4 straight sides, 4 square corners, all sides touch, and opposite sides are the same length.)
“¿Qué es verdadero sobre algunos rectángulos, pero no sobre todos los rectángulos?” // “What is true about some rectangles, but not all rectangles?” (They can be colored. They can have 2 long sides and 2 short sides. They can have all sides the same, like squares.)
As needed, “Aprendimos que un rectángulo es una figura plana que tiene 4 lados rectos y 4 esquinas cuadradas. También vimos que un cuadrado es un rectángulo especial en el que todos los lados tienen la misma longitud“ // “We learned that a rectangle is a flat shape with 4 straight sides and 4 square corners. We also saw that a square is a special rectangle with all side lengths the same.”