Question

What is the most precise name for quadrilateral ABCD with vertices A(-4,-4), B(-4,-2), C(-1,-2), and D(-1,-4)
A: rhombus
B:quadrilateral
C:rectangle
D:parallelogram

Answer 1

I am guessing rectangle......you might want to get a second opinion....graphs are not my best subject.

Answer 2

well, just draw it first :)

Answer 3

I drew it and it looks like a rectangle

Answer 4

ahemm, can we see the picture? :)

Answer 5

it's a rectangle anyway, you're correct
but lemme show you 2 rectangles

Answer 6

which one does your resemble? the one on the left, or the one on the right?

Answer 7

it's also a PARALLELOGRAM too btw

Answer 8

so, off the 2 above, which ones does your resemble?

Answer 9

right

Answer 10

ahemm one sec

Answer 11

mine looks like this

Answer 12

thanks

Answer 13

well, you see, I can understand you see that as the one on the right-hand-side
but that'd occur if your cartesian plane x-axis and y-axis aren't equal in proportion

Answer 14

so, to get the picture, make sure your x-axis has the same values as the y-axis, so if you have 10 units over the x-axis, you should also have 10 units over the y-axis, otherwise the picture gets disproportional

Answer 15

it's a parallelogram, it has 2 sides parallel to each other
and is also a rectangle, yes, it has 4 right-angles,
but all sides are equal, so more PRECISELY
is a quadrilateral

2 parallel sides to each other
all have \(90^o\) angles
all sides are equally long