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Quadrilaterals

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Why would all of these shapes be called 'quadrilaterals'? Each shape has four sides. ... SHAPE. The End. A Project Developed for. Preparing Tomorrow's Teachers ... – PowerPoint PPT presentation

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Title: Quadrilaterals


1
Quadrilaterals
  • Dr. Beth McCulloch Vinson
  • Athens State University
  • PT3 Grant Funding, Summer 2000

2

Quadrilaterals
  • Quad means four. Why would all of these
    shapes be called quadrilaterals?
  • Each shape has four sides.

trapezoid
square
rhombus
parallelogram
rectangle
3
In this slide show you will learn that we
identify quadrilaterals by
their angles
  • and the length of their sides.

4
Square
  • A square has four sides that are each the same
    length.
  • It also has four right angles (perfect corners).

1
4
3
2
5
Rhombus
  • A rhombus has four sides that are each the same
    length.
  • But it has two acute and two obtuse angles.

acute
obtuse
acute
obtuse
6
Square and Rhombus
  • A square and a rhombus both have four sides that
    are the same length. So, how are they different?

7
Square and Rhombus
  • A rhombus can be thought of as a slanted square.
  • If we push on the left-hand side of this square,
    it might end up looking like

a rhombus.
8
The only difference between a square and a
rhombus is their angles.
9
Trapezoid
  • A trapezoid has four sides.
  • Two sides are parallel.
  • The opposing two sides are not parallel.

Those are not parallel.
Those are parallel.
10
Rectangle
  • A rectangle has four sides two long sides and
    two short sides.
  • Two sides are parallel.
  • The opposing two sides are also parallel.
  • It also has four right angles.

11
Parallelogram
  • A parallelogram has four sides two long sides
    and two short sides.
  • Two sides are parallel.
  • The opposing two sides are also parallel.
  • But, it has two acute and two obtuse angles.

12
Rectangle and Parallelogram
  • A parallelogram can be thought of as a slanted
    rectangle.
  • If we push on the left-hand side of this
    rectangle, it might end up looking like

a parallelogram.
13
The only difference between a rectangle and a
parallelogram is their angles.
14
Use the following table to make comparisons using
the quadrilaterals.For example, what do a
square and a rectangle have in common?
15
Quadrilaterals

16
The End
  • A Project Developed for
  • Preparing Tomorrows Teachers to Use Technology
    (PT3)
  • By Dr. Beth McCulloch Vinson
  • Athens State University, School of Education
  • http//www.athens.edu/vinsobm
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