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Measurement of 2D Figures

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Area of Parallelograms & Triangles Area of a Parallelogram = Length x width Area of a Triangle = Length x width /2 Area of Polygons The Johnsons own a lot that has a ... – PowerPoint PPT presentation

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Title: Measurement of 2D Figures


1
Measurement of 2D Figures
  • Math Alliance
  • April 5, 2011

2
Process of Measurement
  • Decide on the attribute to be measured
  • Select a unit that has that attribute
  • Fill, cover or match the unit to the attribute of
    the object

3
Investigation
  • If the unit of area is a regular sheet of typing
    paper, about what is the area of one side of a
    typical door?
  • Individually, develop a conjecture.
  • As a table, discuss your conjectures.

4
Big Ideas for Measuring Area
  • Area is defined by covering.
  • (The Moving Principle) The area of a shape does
    not depend on its position or orientation.  
  • (The Combining Principle) Area is additive.

5
Area of Parallelograms Triangles
Area of a Triangle Length x width /2
Area of a Parallelogram Length x width
6
Area of Polygons
  • The Johnsons own a lot that has a creek running
    behind it. How could they find the area of the
    lot?

7
How about this?
a
s
8
Or this?
s
a
9
Or This?
10
From Polygons to Circles
Area ½ (a)(p)
Area ?
How do we get from here
to here?
11
Everyday Circles
  • Take measurements of your circles
  • Which measurements did you use?
  • What relationships did you see?

12
Everyday Circles
  • How we can we use these measurements to find the
    area of a circle?

13
Homework
  • Read Sections 12.1 12.2
  • Section 12.1 71, 72, 80, 81, 90, 91
  • Turn in 71, 80,
  • Section 12.2 2-6, 11, 14, 15, 18, 20, 23, 35,
    36, 37, 44, 57, 58, 67, 69
  • Turn in 2-6, 23, 36, 57, 58, 67
  • Triangle Problem You are given 1200 m of
    fencing. You need to create a triangular garden.
    What is the largest garden you can make with
    this fencing?
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