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Head First 2D Geometry
book

Head First 2D Geometry

by Stray (Lindsey Fallow), Dawn Griffiths
November 2009
Beginner
368 pages
8h 55m
English
O'Reilly Media, Inc.
Content preview from Head First 2D Geometry
you are here 4 303
regular polygons
What do we need to know about
the polygon triangles?
We know that there are the same number of triangles as sides of
the polygon, and we know that all the triangles are congruent so
we just need to find the area of one. But what else do we need to
know to find the triangle’s area, so that we can combine them to
find the total polygon area?
b
b
h
a
c
Area =
1/2 base x
height
Hero’s
formula
Well, we used the fact that a circle is
like a polygon to find the circle area formula.
So, doesn’t that mean that a polygon is like a
circle, too? Or at least there’s a connection
between circles and polygons and these
triangle segments? Could that help?
That’s an interesting connection.
If a circle is like a polygon, the reverse must also be true
on some level: a polygon is (kinda) like a circle. Maybe
this idea can help us find what we need to calculate the
polygon area and choose the perfect hot tub?
area?
base?
height?
side a?
side b?
side c?
Where do we get
these?
Where do we get
these?
304 Chapter 7
geometry detective
Hint: Start by dividing the polygons into equal triangles.
You’re looking for base, height, and side length of those.
Geometry Detective
Your mission is to investigate how you could find the missing information
needed to use either of the triangle area ...
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Publisher Resources

ISBN: 9780596808365Errata Page