What would you have to calculate to prove the figure below is a SQUARE?
O None of these choices are correct.
O use the distance formula to show that the opposite sides are supplementary
the sides all have the same slopes
O diagonals are ½ the length of the midpoint
slopes are perpendicular where the sides meet

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gabriellinolinopardo gabriellinolinopardo

19-07-2022
Mathematics

contestada

What would you have to calculate to prove the figure below is a SQUARE?
O None of these choices are correct.
O use the distance formula to show that the opposite sides are supplementary
the sides all have the same slopes
O diagonals are ½ the length of the midpoint
slopes are perpendicular where the sides meet

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AFOKE88 AFOKE88 · Answer 1 · 2022-07-20T19:57:45+02:00

The proof that the diagram is a square is that; D: slopes are perpendicular where the sides meet

How to Prove a quadrilateral is a Square?

We know that a square is a quadrilateral that has 4 sides. Now, the 4 sides of a square are all equal and at right angles.

Since all sides of the square are equal, then it means that 2 consecutive sides must be perpendicular to each other. Thus, this means that the slope of 2 consecutive sides must be perpendicular to each other.

Read more about Square proof at; https://brainly.com/question/4471785

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