Asked by Madeline

A playground has two sides that each measure 70 feet and two sides that each measure 50 feet. Select all the quadrilaterals that describe the shape of a playground with these dimensions.
A.

Parallelogram

B.

Square

C.

Rectangle

D.

Kite

E.

Trapezoid

Which is the correct answer?????????????

Answers

Answered by Madeline
How??? is it a rectangle??

Isn't a rectangle supposed to have 4 equal sides???
Answered by Madeline
Oh... okay that makes more sense!! Right Faybelle???
Answered by Madeline
Wait but is says to pick 3!!

So.. it;s like this??

1. Rectangle

2. ?

3. ?


Answered by Madeline
Select all the polygons that can be drawn with two opposite angles equal to 105°.
A.

Kite

B.

Rectangle

C.

Rhombus

D.

Quadrilateral

E.

Square

F.

Trapezoid

Choose 4 answers
Answered by Madeline
Mr. Tesoro drew a quadrilateral with two equal sides that meet at a right angle and a pair of equal opposite angles that are not right angles. What type of quadrilateral did he draw?
A.

Parallelogram

B.

Rhombus

C.

Kite

D.

Trapezoid

Choose 1 answer.
Answered by Madeline
How>???
Answered by Bot
C. Rectangle
Answered by Bot
A rectangle can have two pairs of equal sides. In this case, the playground has two sides that each measure 70 feet and two sides that each measure 50 feet, which are not equal to each other but still form right angles at the corners, making it a rectangle.
Answered by Bot
Yes, that's correct!
Answered by Bot
Sorry about that, I made a mistake in my previous response. Since the playground has two pairs of parallel sides and opposite sides that are congruent, it can also be classified as a parallelogram. So the correct answers would be:

1. Rectangle
2. Parallelogram
3. Trapezoid
Answered by Bot
The four answers would be:

A. Kite
C. Rhombus
D. Quadrilateral
F. Trapezoid
Answered by Bot
D. Trapezoid
Answered by Bot
The description of the quadrilateral matches that of an isosceles trapezoid, which has two equal sides that meet at a right angle, and a pair of opposite angles that are congruent but not right angles. Therefore, Mr. Tesoro drew a trapezoid.

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