Recognizing Parallelograms (Grade 5)
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Recognizing Parallelograms
1.
This quadrilateral is a parallelogram.

- True
- False
2.
This quadrilateral is a parallelogram.

- True
- False
3.
This triangle is a parallelogram.

- True
- False
4.
This quadrilateral is a parallelogram.

- True
- False
5.
This quadrilateral is a parallelogram.

- True
- False
6.
This polygon is a parallelogram.

- True
- False
7.
Select two parallelograms.
8.
Select two parallelograms.
9.
Which best explains why the shape shown is not a parallelogram?

- It has more than four sides.
- It is a two-dimensional shape.
- It has angles of the same measure.
- It has opposite sides that are parallel.
10.
Which of the following are parallelograms? Select all correct answers.

- quadrilateral ABCD
- quadrilateral ABCE
- quadrilateral BCEF
- quadrilateral BCDF
11.
Lucy says the shape shown is not a parallelogram because all four sides are not the same length. Is Lucy's reasoning correct and why?

- Yes, Lucy is correct. The shape is not a parallelogram because all four sides are not the same length.
- No Lucy is incorrect. The shape is a parallelogram because all four sides are the same length.
- No, Lucy is incorrect. The shape is not a parallelogram because it has four sides, but the opposite sides are not parallel.
- No, Lucy is incorrect. The shape is a parallelogram because it has four sides and the opposite sides are parallel.
12.
The table shows the side lengths of quadrilateral ABCD.
Is quadrilateral ABCD a parallelogram?
Quadrilateral ABCD | |
---|---|
Side | Length |
AB | 4 |
BC | 8 |
CD | 6 |
DA | 6 |
Is quadrilateral ABCD a parallelogram?
- Yes. It is a parallelogram because two of the sides measure the same length.
- No. It is not a parallelogram because the opposite sides are not the same length.
- Maybe. It could be a parallelogram, but the table needs to include angle measures in order to determine.
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