Question 9 of 10
Which parallelogram (if any) is a rectangle? By what property?
11
B
B

E
A
D
A. Both I and II; congruent diagonals property
B. Neither I nor II
C. lonly; congruent diagonals property
D. II only; one pair of opposite sides property
A
E

Question 9 of 10 Which parallelogram if any is a rectangle By what property 11 B B 文 E A D A Both I and II congruent diagonals property B Neither I nor II C lon class=

Respuesta :

Out of the two parallelograms shown, we can say that A. Both I and II; congruent diagonals property.

Which of the shapes is a rectangle?

Rectangles can be proven to be rectangles by the congruent diagonals property.

This states that rectangles should be able to have diagonal lines extending from all sides within the rectangle that are perpendicular to each other.

These lines should bisect each other. As shown in the daigram, both shapes have that quality and so are both rectangles.

Find out more on the congruent diagonals property at https://brainly.com/question/1851850.

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