2 non congruent parallelo shapes
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To find two non-congruent parallelograms (parallelo shapes), we need to consider their properties. A parallelogram is a quadrilateral with opposite sides that are parallel and equal in length.
One way to create non-congruent parallelograms is by changing the angle measurements or side lengths. Here are two examples:
1) Start with a square:
- A square is a special type of parallelogram, where all sides are equal in length and all angles are 90 degrees.
- To make a non-congruent parallelogram, we can stretch one pair of opposite sides. For example, extend one side to make it longer than the other side while keeping the opposite sides parallel. This will result in a parallelogram with unequal side lengths, making it non-congruent to the original square.
2) Start with a rectangle:
- A rectangle is also a special parallelogram, but with opposite sides that are parallel and equal in length, while all angles are 90 degrees.
- To create a non-congruent parallelogram, we can change the angle measurements. For instance, rotate one of the longer sides of the rectangle by a certain angle, such as 45 degrees, while keeping the opposite sides parallel. This will result in a parallelogram with unequal angles, making it non-congruent to the original rectangle.
These are just two examples of how to find non-congruent parallelograms. Remember, there are many possible configurations, and by changing the side lengths or angle measurements, you can create a variety of non-congruent parallelograms.