Question

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.

Answer 1

Are all rectangles squares?

Answer 2

@FaiqRaees well I guess....? aren't rectangle special squares?

Answer 3

Is this a rectangle ?

Answer 4

yes

Answer 5

is that a square?

Answer 6

well no I guess... sorry I suck at geometry

Answer 7

Yes pefect. So not all rectangles are squares, right?

Answer 8

right ok. thanks

Answer 9

Okay so look at the main part of the question now

Answer 10

Is this a square? Is this a rectangle?

Answer 11

A square

Answer 12

And is a rectangle?

Answer 13

no. so the answer to my original question would be D right?

Answer 14

No it is a rectangle

Answer 15

See all squares are rectangles but not all rectangles are squares

Answer 16

ohhhhhhhhhhhhh ok I get

Answer 17

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

Answer 18

oh alright thanks. ;)

Answer 19

Are you sure you got it?

Answer 20

yah I'm sure thanks for all the help