Classifying Shapes Quiz

Draw a Venn diagram or a tree diagram to classify these shapes: Parallelograms, Polygons, Rhombuses, Quadrilaterals.

Draw a shape that belongs to both branches of the tree diagram. What is the name of the shape you drew?

How can this tree diagram be shown with a Venn diagram?

Draw a Venn diagram or a tree diagram to show the relationships among quadrilaterals, polygons, trapezoids, and hexagons. Then write a statement about the relationship between quadrilaterals and trapezoids. Show your work.

What does your diagram show about hexagons and quadrilaterals?

Draw a Venn diagram or tree diagram to show the relationships among these polygons: Quadrilateral, Trapezoid, Parallelogram. Include the following descriptions in your diagram: Quadrilateral - polygon with exactly 4 sides, Trapezoid - quadrilateral with exactly 1 pair of parallel sides, Parallelogram - quadrilateral with 2 pairs of parallel sides.

How would the diagram change if the description of the trapezoid used the definition 'quadrilateral with at least one pair of parallel sides'?

Look at the Venn diagram below. Which statement is true?

• An equilateral triangle is always an isosceles triangle.

• An isosceles triangle is always an equilateral triangle.

• Scalene and isosceles triangles share no attributes.

• The label inside the largest oval could be Acute Triangles.

Draw a tree diagram to show the relationships among triangles, quadrilaterals, isosceles triangles, and polygons.

Use the diagram in problem 4. Write two different statements that describe relationships among the shapes.

Tags

NGSS.K-2-ETS1-2