Keegan says that a quadrilateral is a square if and only if it is a rectangle. Is this a true biconditional statement? chooses: 1) Yes, because all squares are rectangles. 2 )Yes, because all rectangles are squares. 3) No, because all squares are not rectangles. 4) No, because all rectangles are not squares.
Are all rectangles squares?
@FaiqRaees well I guess....? aren't rectangle special squares?
|dw:1458854047564:dw| Is this a rectangle ?
yes
is that a square?
well no I guess... sorry I suck at geometry
Yes pefect. So not all rectangles are squares, right?
right ok. thanks
Okay so look at the main part of the question now
|dw:1458854299408:dw| Is this a square? Is this a rectangle?
A square
And is a rectangle?
no. so the answer to my original question would be D right?
No it is a rectangle
See all squares are rectangles but not all rectangles are squares
ohhhhhhhhhhhhh ok I get
Oh i am sorry it says biconditional which means both have to be true so the answer is no becuase not all rectangles are squares
oh alright thanks. ;)
Are you sure you got it?
yah I'm sure thanks for all the help
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