Question

If the bisectors of all four angles of a parallelogram are made to intersect each other then the new quadrilateral thus formed will be a SQUARE

TRUE
FALSE​

Answer 1

Answer:

square is the right answers

Answer 2

Answer:

NO, it is false If the bisectors of all four angles of a parallelogram are made to intersect each other then the new quadrilateral thus formed will be "RECTANGLE"

Step-by-step explanation:

RECTANGLE:

A rectangle shape is a quadrilateral where in every one of the points are equivalent and the contrary sides are equivalent and equal. There are numerous rectangular articles around us. Each rectangular shape is portrayed by two aspects, its length, and width. The more drawn out side of the square shape is known as the length and the more limited side is known as the width.

PROPERTIES:

A rectangle is a shut figure which has four sides and the point framed by contiguous sides is 90°. A square shape can have a great many properties. A portion of the significant properties of a square shape are given underneath.

• A rectangle is a quadrilateral.
• The contrary sides of a square shape are equivalent and lined up with one another.
• The inside point of a square shape at every vertex is 90°.
• The amount of all inside points is 360°.
• The diagonals separate one another.
• The length of the diagonals is equivalent.
• The length of the diagonals can be gotten utilizing the Pythagoras hypothesis. The length of the inclining with sides an and b is, corner to corner = √( a2 + b2).
• Since the sides of a square shape are equal, it is likewise called a parallelogram.
• All rectangle are parallelograms however all parallelograms are not rectangle.

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