One of the hardest things that I
struggle with along the trek is the basics of running the trek. What pace to
set for myself, and what to focus more on than other things so that I can run
the race efficiently without slowing down or even stopping along the way. I
find myself tripping over roots in my path and I wonder where these roots come
from. Some of the biggest roots that trip me up are terminology. I struggle
with knowing which terminology goes with which shape. Do I have it backwards or
am I correct? There is a lot of terminology used on our math trek and I want to
make sure that we all have
That being said the lesson on
polygons got my mind racing again, because really the last time I had any
education on polygons (except for this class) was many, many years ago. This is
why I want to focus on some polygons, and convex and concave polygons for my
next two posts.
Now let’s start off by giving the definition of a polygon and some examples to show you what I am talking about.
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