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Use Medians and Altitudes

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Title: Use Medians and Altitudes Author: User Last modified by: EP Staff Created Date: 11/28/2011 10:10:55 PM Document presentation format: On-screen Show (4:3) – PowerPoint PPT presentation

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Title: Use Medians and Altitudes


1
Use Medians and Altitudes
  • Chapter 5.4

2
What is a median?
  • A median is a line that connects a midpoint with
    a vertex in a triangle.
  • If you draw all 3 medians, they will intersect at
    a point called the centroid.

midpoint
centroid
vertex
3
Another Special Relationship
4
Assume Q is a centroid, what are the lengths of
QW and SW?
6
5
Assume Q is a centroid. How many sides can you
figure out?
SW 18

7
15
10
6
Graphing medians and centroids
  • Recall that the midpoint formula is
  • Find the midpoint of each side of the triangle
    and connect the midpoint to the opposite vertex.
  • The centroid will be the point of intersection.

7
What is the coordinate of the centroid?
(4, 8)
(8, 4)
(2, 0)
8
What is the coordinate of the centroid?
(5, 9)
(3, 5)
(7, 1)
9
Page 322 3 10, 33 - 35
10
What is an altitude?
  • The altitude of a triangle is really the height.
  • To find the height, you drop a perpendicular line
    from a vertex to the opposite side of a triangle.
  • All 3 altitudes intersect at the point of
    concurrency called the orthocenter.

11
(No Transcript)
12
Page 232 17 - 22
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