Question

Jonas studied the properties of a rectangle and a parallelogram and concluded that a rectangle can be called a parallelogram but a parallelogram cannot be called a rectangle. Which statement supports his conclusion?
Answer All angles in a rectangle must be right angles unlike in a parallelogram.
The diagonals in a rectangle must bisect each other unlike in a parallelogram.
The opposite sides in a rectangle must be congruent unlike in a parallelogram.
The opposite angles in a rectangle must be congruent unlike in a parallelogram.

Answer 1

All angles in a rectangle must be right angles unlike in a parallelogram.

Answer 2

Because A rectangle is a parallelogram with 4 right angles

Answer 3

thank you for helping me im trying to catch up with my school work i just got out of the hospital this morning

Answer 4

Harold is using a software program that allows him to change the shape of a two-dimensional figure by making changes to the angles at vertices. He starts with a quadrilateral with opposite angles congruent. He moves the vertices to make all four angles congruent.

Which statement best describes the figure that he created?
Answer He changed a kite to a square.
He changed a rhombus to a rectangle.
He changed a square to a parallelogram.
He changed a parallelogram to a rhombus.

Answer 5

Your welcome and on at least your out now tho... just close this question and ask a new one so more people can see it

Answer 6

kay thank u