Let's make the longest thread on AF

[kct1975]

Lol apparently so

 

[Yeahha]

Love when things go well sometimes...

 

[kct1975]

Well I off to bed...dead tired.

See ya fools later

 

[Mada]

If you're bored, name the properties that distinguish a square from a rhombus!

 

[Yeahha]

Squares have all right angles while rhombi do not or do not have to depending no your definition...

 

[Mada]

That's one. the other is the diagonals are congruent.

 

[Mada]

bahh I have posted a billion zillion times in this thread but my post count is still at 540. We should protests for posts in FG to count

 

[Mada]

Something stinks in my room...

 

[Yeahha]

That's one. the other is the diagonals are congruent.

That doesn't distinguish a square from a rhombus or a rhombus for a square that qualifies as both

 

[Yeahha]

Who Posted?

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[Mada]

That doesn't distinguish a square from a rhombus or a rhombus for a square that qualifies as both

If you prove that the diagonals are the same, then it's a square, if they aren't the same, then it's a rhombus.

The picture is a rhombus and you're testing for a sqaure

 

[Yeahha]

Are you talking about the lengths of the diagnals?

 

[Mada]

Yes lol... what else could I be talking about?

 

[Yeahha]

I was thinking cut them in half the shapes are congruent its been 9 years since I was in geometry

 

[Mada]

Ah, diagonals bisect each other. That's the phrase I was taught to use. Honest mistake, I could see myself making that mistake in 10 years

 

[Yeahha]

Well it is something I never use so......other stuff gets priority...

 

[Mada]

Listening to the radio, browsing AF, and not studying...

 

[Yeahha]

Way to go

 

[Yeahha]

you know that stuff...you should do fine on those tests/quizes tomorrow

 

[Mada]

Ehhh

 

[Mada]

 

[Yeahha]

Now is she smiling or not?

 

[Yeahha]

hmmm we aren't busy here tonight...

 

[Mada]

Google askew. Be amazed.

 

[Yeahha]

graffitti?