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Lesson: The Pythagorean Theorem

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Bisect the rectangle by drawing a diagonal from one corner to another. ... hypotenuse. Homework. Directions. Form a set of square tiles on each side of the triangle. ... – PowerPoint PPT presentation

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Title: Lesson: The Pythagorean Theorem


1
Lesson The Pythagorean Theorem
  • Sixth Grade
  • Dr. Castiglioni

Homework
2
FOCUS
Homework
  • To explore and discover the formula for the
    Pythagorean Theorem.

3
Do Now
Homework
  • Identify the polygon.
  • How many right angles does it have?
  • Give the total angle measurement for the whole
    polygon. Explain.
  • Bisect the rectangle by drawing a diagonal from
    one corner to another.
  • Name the polygons that are formed.
  • What would be the total angle measurement for
    each triangle. Explain.

4
Mini Lesson
  • Teacher reads from the book Whats Your Angle
    Pythagoras? (by Julie Ellis up to page 18) or
  • Use the video.
  • Students continue Pythagoraswork. Follow these
    directions.

Homework
5
Pythagoras in Real Life
Homework
6
Work Period
Homework
  • Measure the right triangle that is given to your
    group. Note down the measurements on your chart
    or table.

7
Vocabulary Building
  • Introduce new vocabulary
  • bisect
  • leg
  • hypotenuse

Homework
8
Directions
Homework
c
b
  • Form a set of square tiles on each side of the
    triangle.
  • Count the number of tiles for each side and
    complete your chart or table.
  • What do you notice about the measurement of each
    side of your right triangle and the total number
    of square tiles?
  • Do you see any connection between them?
  • State the formula for the Pythagorean Theorem.

a
9
Closing
  • To summarize, watch BrainPop.
  • http//www.glencoe.com/sec/math/impact/
  • Restate the formula.
  • What do the squared letters mean?

Homework
10
Homework
  • Edna and Don are flying a kite. Edna is holding
    the kite and has let out 90 feet of kite string.
    Don is standing 30 feet from Edna and is directly
    under the kite. How far above the ground is the
    kite? Assume Edna is holding the string 3 feet
    above the ground. Explain how you found your
    answer. Illustrate the problem to help you solve
    the problem.
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