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Introduction to Geometry – 1 – Congruence and Naming Properties of Segments
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23 responses to “Introduction to Geometry – 1 – Congruence and Naming Properties of Segments”
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Well done!
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Sorry but this is bad math. By the definition of congruent segments: two segments are congruent iff (if and only if) they have the same measure. Segments imply congruence and measures imply equally; this is a biconditional statement since the converse is true. Not hatin' but just an observation. Peace!
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OMG I love her voice.,…..!
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Girls don't really have girly voices anymore.. this is what i've been missing
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It's a girly voice!!
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That's it! That's what I've been looking for! HAHAHAHAHA!
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Hey Sugar muffin!
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Bucky. Is she single? XD
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I was expecting to hear my man Bucky but instead I'm hearing this sweet girly voice.
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That was SUPER easy.
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Thanks it is easier than I expected
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2 girls 1 buck
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This is easier to understand than math class because im not asleep!
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check out fiandbee's channel
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Great Video. Keep up the good work!
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really good, I liked it. although it would have been helpful if there was a bit of an overview on geometry beforehand.
nice work
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@Cholride try thenewboston(DOT)com if u havn't already
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*throws a paper plane in class*
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@alique087 Maybe you should do that, and take her material and do an intro to Geometry of you own, otherwise if you dont take the time and effort to instruct others, don't knock her for not doing an intro.
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@electronikita Is all I proclaimed is that Geometry is easy…why are you talking about post PhD studies? My post PhD studies will consist of mathematics and science WAY beyond basic geometry like this. Actually all I did was state my opinion and you are doing anything to make an argument. You are a waste of a conversation. You're blocked and have a nice day.
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@KronicKillaz I can't even begin to tell you what a silly person you are. I dare you to walk into math department of any university nearby and proclaim that geometry is easy TO YOU. Hope your post PhD studies go well =)))))
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She is smart.
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is she using a tablet to write?
if not, how is it so smooth?
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