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Shapes and Lines of Symmetry worksheet for identifying symmetrical lines in various geometric figures.

Worksheet titled "Shapes and Lines of Symmetry" with nine geometric shapes, each with a line drawn through it, asking students to determine if the line is a line of symmetry.

Worksheet titled "Shapes and Lines of Symmetry" with nine geometric shapes, each with a line drawn through it, asking students to determine if the line is a line of symmetry.

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Show Answer Key & Explanations Step-by-step solution for: Shapes and Lines of Symmetry | 4th Grade Geometry Worksheets
To solve the problem, we need to determine whether each given line is a line of symmetry for the corresponding shape. A line of symmetry divides a shape into two identical halves that are mirror images of each other.

Let's analyze each shape and its line(s) one by one:

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1. Rectangle


- Shape: A rectangle.
- Line: Vertical dashed line through the center.
- Analysis: The vertical line divides the rectangle into two identical halves. Each half is a mirror image of the other.
- Conclusion: Yes, it is a line of symmetry.

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2. Diamond (Rhombus)


- Shape: A diamond (rhombus).
- Line: Diagonal dashed line.
- Analysis: The diagonal line divides the rhombus into two identical triangular halves. Each half is a mirror image of the other.
- Conclusion: Yes, it is a line of symmetry.

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3. Star


- Shape: A five-pointed star.
- Line: Horizontal dashed line.
- Analysis: The horizontal line does not divide the star into two identical halves. The top and bottom portions are not mirror images of each other.
- Conclusion: No, it is not a line of symmetry.

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4. Cross


- Shape: A cross.
- Line: Vertical dashed line.
- Analysis: The vertical line divides the cross into two identical halves. Each half is a mirror image of the other.
- Conclusion: Yes, it is a line of symmetry.

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5. Key


- Shape: A key.
- Line: Vertical dashed line.
- Analysis: The vertical line does not divide the key into two identical halves. The left and right sides are not mirror images of each other.
- Conclusion: No, it is not a line of symmetry.

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6. Octagon


- Shape: A regular octagon.
- Line: Horizontal dashed line.
- Analysis: The horizontal line divides the octagon into two identical halves. Each half is a mirror image of the other.
- Conclusion: Yes, it is a line of symmetry.

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7. Arrow


- Shape: An arrow.
- Line: Horizontal dashed line.
- Analysis: The horizontal line does not divide the arrow into two identical halves. The top and bottom portions are not mirror images of each other.
- Conclusion: No, it is not a line of symmetry.

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Final Answers:


1. Rectangle: Yes
2. Diamond: Yes
3. Star: No
4. Cross: Yes
5. Key: No
6. Octagon: Yes
7. Arrow: No

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Boxed Answer:


\[
\boxed{\text{Yes, Yes, No, Yes, No, Yes, No}}
\]
Parent Tip: Review the logic above to help your child master the concept of lines of symmetry worksheet.
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