IM 6.1.7 Lesson: From Parallelograms to Triangles
Here are two copies of a parallelogram. Each copy has one side labeled as the base b and a segment drawn for its corresponding height and labeled h.
The base of the parallelogram on the left is 2.4 centimeters; its corresponding height is 1 centimeter. Find its area in square centimeters.
Here are two copies of a parallelogram. Each copy has one side labeled as the base b and a segment drawn for its corresponding height and labeled h.
Draw one line to decompose each polygon into two identical triangles, if possible. If you choose to, you can also draw the triangles.
The height of the parallelogram on the right is 2 centimeters. How long is the base of that parallelogram? Explain your reasoning.
Two polygons are identical if they match up exactly when placed one on top of the other.
Which quadrilaterals can be decomposed into two identical triangles?[br][br]Pause here for a small-group discussion.
Study the quadrilaterals that were, in fact, decomposable into two identical triangles. What do you notice about them? Write a couple of observations about what these quadrilaterals have in common.
Draw some other types of quadrilaterals that are not already shown. Try to decompose them into two identical triangles. Can you do it? Come up with a general rule about what must be true if a quadrilateral can be decomposed into two identical triangles.
What must be true if a quadrilateral can be decomposed into two identical triangles?
This applet has eight pairs of triangles. Each group member should choose 1–2 pairs of triangles. Use them to help you answer the following questions.
Which pair(s) of triangles do you have?
Can each pair be composed into a rectangle? A parallelogram?
Discuss your responses to the first question with your group. Then, complete each of the following statements with [i]all[/i], [i]some[/i], or [i]none[/i]. [br][br]________________ of these pairs of identical triangles can be composed into a [i]rectangle[/i].[br]________________ of these pairs of identical triangles can be composed into a [i]parallelogram[/i].
Sketch 1–2 examples to illustrate each completed statement.
IM 6.1.7 Practice: From Parallelograms to Triangles
To decompose a quadrilateral into two identical shapes, Clare drew a dashed line as shown in the diagram.
She said the that two resulting shapes have the same area. Do you agree? Explain your reasoning.
Did Clare partition the figure into two identical shapes? Explain your reasoning.
Triangle R is a right triangle.
Can we use two copies of Triangle R to compose a parallelogram that is not a square?[br][br]If so, explain how. If not, explain why not.
Two copies of this triangle are used to compose a parallelogram. Which parallelogram [i]cannot[/i] be a result of the composition? If you get stuck, consider using the applet below.[br][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img]
On the grid, draw at least three different quadrilaterals that can each be decomposed into two identical triangles with a single cut (show the cut line). One or more of the quadrilaterals should have non-right angles.
Identify the type of each quadrilateral.
A parallelogram has a base of 9 units and a corresponding height of [math]\frac{2}{3}[/math] units. What is its area?
A parallelogram has a base of 9 units and an area of 12 square units. What is the corresponding height for that base?
A parallelogram has an area of 7 square units. If the height that corresponds to a base is [math]\frac{1}{4}[/math] unit, what is the base?
Select [b]all [/b]the segments that could represent the height if side [math]n[/math] is the 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[/img]