Sofia has a plate that has 4 sides of equal length, 2 pairs of opposite sides that are parallel, and no right angles. What quadrilateral best describes the plate.

We know it's not a square or rectangle

Which one do you think a trapezoid
rhombus, or parallelogram ?
well it says that the sides are equal in length, so it has to be more than likely a rhombus

Rhombus is the quadrilateral their looking for, I'm pretty sure

Which quadrilateral has 4 sides of equal length 2 pairs of opposite sides that are parallel and no right angles

Rhombus I agree

Looks like you have your geometry down ok.

Now for that spelling . . .

The anwser for what I said is rhombus

To determine the best quadrilateral that describes the given plate, we can analyze the given information.

The plate has 4 sides of equal length. This suggests that the plate is a parallelogram, since a parallelogram has opposite sides that are equal in length.

Additionally, we know that the plate has 2 pairs of opposite sides that are parallel. A parallelogram also satisfies this property, as its opposite sides are always parallel.

Lastly, it is mentioned that the plate has no right angles. This eliminates the possibility of the plate being a rectangle or a square, as these quadrilaterals always have right angles.

Therefore, based on the given information, the quadrilateral that best describes the plate is a parallelogram.