Properties of a Square

Updated: 5/8/2020

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- R
- P
- So basically segment PA is congruent to Segment AT And Seg. RT is congruent to Seg. PA
- You see there are many things that are wonderful about me but today I will talk about 10
- Hello Everyone, today I'm going to talk about me the Square
- A
- T
- 1. Well will start with opposite sides are congruent
- R
- P
- T
- 2. Opposite sides are parallel, as an example, PA and AT will go on infinitely without touching
- 3. Opposite angles are congruent, so angle R is congruent to angle A
- Well that's all about me for today
- 4. My consecutive angles are supplementary meaning that angle P and angle A combine to make 180 degrees, in total I'm 360 degrees
- 6. My Diagonals bisect each other, So they all meet each other in the middle
- R
- P
- 5. I have 4 right angles so each angle P, A, R, and T equal 90 degrees
- T
- A
- P
- R
- T
- A
- 7. all of my sides are congruent, unlike my BFF the isosceles triangle
- That always makes me swad
- 8. My diagonals are congruent, so their lengths are the same
- 9. My diagonals are perpendicular, so they would following some theorems, be 90 degrees
- R
- P
- T
- A
- And a little bonus, Each diagonal of a square is a diameter of its circumcircle
- 10. My diagonals also bisect opposite angles