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What type of symmetry does a parallelogram possess?
  • a)
    Reflection symmetry
  • b)
    Rotational symmetry
  • c)
    Glide symmetry
  • d)
    Translation symmetry
Correct answer is option 'A'. Can you explain this answer?
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What type of symmetry does a parallelogram possess?a)Reflection symmet...
A parallelogram possesses reflection symmetry. It can be divided into two congruent parts by a line of reflection.
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What type of symmetry does a parallelogram possess?a)Reflection symmet...

Parallelogram Symmetry

Reflection symmetry:
A parallelogram possesses reflection symmetry. This means that if we draw a line of symmetry through the midpoint of the parallelogram, the two halves will be mirror images of each other. This line of symmetry is also known as the axis of symmetry for the parallelogram.

Explanation:
- In a parallelogram, opposite sides are parallel and equal in length.
- When we draw a line of symmetry through the midpoint of the parallelogram, we can see that the two halves are mirror images of each other.
- This type of symmetry is known as reflection symmetry because one half reflects the other.
- The reflection symmetry of a parallelogram helps us understand its properties and relationships between its sides and angles.

Importance of Reflection Symmetry:
- Understanding reflection symmetry in a parallelogram helps us in geometry and design.
- It allows us to identify equal and opposite angles, as well as the relationships between its sides.
- Reflection symmetry also plays a role in understanding the properties of other geometric shapes and patterns.

In conclusion, a parallelogram possesses reflection symmetry, which helps us analyze its properties and relationships in geometry.
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