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Region Relationships 3 MAFS.3.G.1.2.

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Presentation on theme: "Region Relationships 3 MAFS.3.G.1.2."— Presentation transcript:

1 Region Relationships 3 MAFS.3.G.1.2

2 Lesson Opening Using your pattern blocks, answer the following questions: How many red trapezoids are in TWO yellow hexagons? How many blue rhombuses are in THREE yellow hexagons? How many green triangles are in FOUR blue rhombuses?

3 Lesson Opening Using your pattern blocks, answer the following questions: How many red trapezoids are in TWO yellow hexagons? How many blue rhombuses are in THREE yellow hexagons? How many green triangles are in FOUR blue rhombuses? 4

4 Lesson Opening Using your pattern blocks, answer the following questions: How many red trapezoids are in TWO yellow hexagons? How many blue rhombuses are in THREE yellow hexagons? How many green triangles are in FOUR blue rhombuses? 4 9

5 Lesson Opening Using your pattern blocks, answer the following questions: How many red trapezoids are in TWO yellow hexagons? How many blue rhombuses are in THREE yellow hexagons? How many green triangles are in FOUR blue rhombuses? 4 9 8

6 So, one trapezoid is 1 4 of the two hexagons.
If 4 red trapezoids are in 2 yellow hexagons… Then, a red trapezoid is what FRACTION of TWO yellow hexagons? 1 4 1 4 1 4 1 4 The red trapezoids represent 4 EQUAL PARTS, or 4 fourths of the two yellow hexagons. So, one trapezoid is of the two hexagons.

7 Exploration Time Use your pattern blocks to explore the questions on your practice page.

8 Exit Ticket: Problem #1 A green triangle is put on top of a red trapezoid, shown below. The triangle is what part of TWO trapezoids? 1 2 1 3 1 6 2 6

9 Exit Ticket: Problem #2 The rhombus, shown below, represents 1 whole. The triangle, shown below, represents of the rhombus. How many triangles would be needed to make ? 2 5 10 12


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