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Organized Lists And tree diagrams 06/13/2022 1 Created by Bitsy Griffin

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Page 1: 1 29  Make A List

04/12/2023 Created by Bitsy Griffin 1

Organized ListsAnd tree diagrams

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04/12/2023 Created by Bitsy Griffin 2

Today’s Lesson•Open notebook to new page.•Title it “Organized Lists”•Date: 10/12/09

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Triangle Review•# of sides?•3•< measures =?•180

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Equilateral triangle

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Equilateral triangle

•What do we know about the sides?

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Equilateral triangle

•What do we know about the angles?

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Isosceles triangle

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Isosceles triangle

•What do we know about the sides?

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Isosceles triangle

•What do we know about the angles?

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Scalene triangle

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Scalene triangle

•What do we know about the sides?

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Scalene triangle

•What do we know about the angles?

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Essential Question

•How do lists help us organize?

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Perimeter and Area

•So what is the area formula? •L x W

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Perimeter and Area

•What is the perimeter formula?•Add all sides together!

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Organizing Information

•From the video:•Fence 1: 200 by 200•Fence 2: 100 by 300

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Organizing Information

•What was the same•perimeter

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Organizing Information

•What was different?•Area

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Problem 1

•Let’s make a list•Dimensions•Perimeter•Area

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Problem 1

•Pictures column!•What dimensions give us 36 feet area?

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Problem 1•1 x 36•2 x 18•3 x 12•4 x 9

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Problem 1•6 x 6•All give us an area of 36 feet.•What are perimeters?

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Problem 1•1 + 36 + 1 + 36 =•74 feet•2 + 18 + 2 + 18 =•40 feet

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Problem 1•3 + 12 + 3 + 12 =•30 feet•4 + 9 + 4 + 9 =•26 feet

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Problem 1•6 + 6 + 6 + 6 =•24 feet•Which gives greatest perimeter?

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Problem 1•Which gives you the least perimeter?•How did the list help you?

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Problem 2•Hannah 24 1-foot squares. •She wants a garden with largest area.

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Problem 2•How will we work this problem?•Make a list!

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Problem 2•Titles for columns?•Dimensions•Perimeter•Area

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Problem 2•Sketch column?•Which of the columns do we already know?

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Problem 2•Fill in the perimeter column with ???•24•Why?

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Problem 2•How do you find area now?•Do the work on your sheet.

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Essential Question

•How do lists help us organize?

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Assignment:•Given 28 squares for the perimeter, make a garden with the biggest area.

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Next:•Review Problems•Model Drawing?