Question

diagonals biscay perpendicutasly in what and what​

Answer 1

Answer:

cannot understand

Step-by-step explanation:

Answer 2

• The Diagonals of Squares are Perpendicular to Each Other

The Diagonals of Squares are Perpendicular to Each OtherOr you can think of it as a special type of rhombus (diamond) in which all the angles are right angles. ... In a rectangle, the diagonals are equal and bisect each other. And in a diamond, the diagonals are perpendicular to each other.

Just like rectangles are a special type of parallelogram, squares are a special type of rectangles, in which all the sides are equal. Or you can think of it as a special type of rhombus (diamond) in which all the angles are right angles.

Just like rectangles are a special type of parallelogram, squares are a special type of rectangles, in which all the sides are equal. Or you can think of it as a special type of rhombus (diamond) in which all the angles are right angles.Because all squares are also both rectangles and diamonds, they combine all the properties of both diamonds and rectangles.

Just like rectangles are a special type of parallelogram, squares are a special type of rectangles, in which all the sides are equal. Or you can think of it as a special type of rhombus (diamond) in which all the angles are right angles.Because all squares are also both rectangles and diamonds, they combine all the properties of both diamonds and rectangles.In a rectangle, the diagonals are equal and bisect each other. And in a diamond, the diagonals are perpendicular to each other. So in a square all of these are true. The diagonals are equal to each other, they bisect each other, and they are perpendicular to each other.