Question

Check my answers? @e.mccormick

Answer 1

What do you think?

Answer 2

My answer is up there.

Answer 3

has all right angles and has all sides congruent.

Answer 4

Sorry Vic, it doesn't link exactly to your question/answer.

Answer 5

The answer I chose has a *** in front of it

Answer 6

Maybe this will clear my the confusion. Here's where the link leads to: http://openstudy.com/users/e.mccormick

Answer 7

The link wasnt for anyone but that person to check my answers.......

Answer 8

lerlz.

Answer 9

?

Answer 10

Sorry for the interruption then.

Answer 11

@e.mccormick

Answer 12

Sorry bout that, I was looking at something for a minute.

Answer 13

No worries

Answer 14

Yes, ***is a parallelogram with perpendicular diaganols is correct. A rhombus also satisfies that.

Answer 15

Sorry, having technical difficulties...keep crashing after posting something

Answer 16

Eww.

Answer 17

Well, it says all four sides are equal. It also says two of them are parallel. Hmmm... if the other sides are the same length, then they would also have to be parallel. But it says nothing about the angles.

Answer 18

If it says nothing about the angles, can it really be a rectangle or square?

Answer 19

I wouldnt know what it would be then

Answer 20

Well, think about this. A square and a Rectangle MUST have perpendicualar or 90 degree angles. There is nothing about that in the graphic. So start by eliminating any answers that do have either a square or a rectangle.

Answer 21

Yap. That is the key here. Kill off all the things with specific angle requirments in degrees and you only had one left.

Answer 22

hmm... Let me think....

Answer 23

OK... so subset. I had to look up what it was when the whole thing is in there.

So. Are all...
Squares a Subset of Rhombi
Rectangles a Subset of Squares
Kites a Subset of Quadrilaterals
Rhombi a Subset of Pallelograms

If I write it that way....

Answer 24

No idea...

Answer 25

Wehrn it comes to a subset, it means which are there more of. The looser the rules, the more of something there are. For example, A rhombus is always a parallelogram, but it has the same length sides, so only certain parallelograms are rhombussssses... sss.. s. So there are more paralleograms than rhombi and that makes the rhombi a subset of parallelograms.

Answer 26

Oh lol

Answer 27

So lets look at these others. Are there more Rhombi than Squares or more squares than rhombi? Which has more rules, which has less?

Answer 28

Well, I think you are thinking in the right direction, but can you tell me why?

Answer 29

Just guessing

Answer 30

Think about this. What is different between a square and a rectangle?

Answer 31

Squares have equal sides

Answer 32

Yes, squares ALWAYS have equal sides. So, what if a rectangle jsut happened to have equal sides. it would still be a rectangle. It would also happen to be a square. So some rectangles are squares, but some rectangles are not squares. So there are more squares than rectangles.

Answer 33

oops! More Rectangles than Squares. LOL.

Answer 34

B is right, because in real life the Rectangles is the larger circle with squares inside it.

Answer 35

LAWD. i hate math. I only know like middle schooler , elementary things u.u sadddd

Answer 36

Same >.<

Answer 37

i dont remember anything from high school....

Answer 38

Yes, ***m<2 = 106; m<3 = 37 is it!

Answer 39

/cheer

Answer 40

Thank you so much! Are you free to help with more?

Answer 41

For a while. I'll need to sleep at some point. Hehe.

Answer 42

Mkay xD Ill open a new question and tag you