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Students practice geometry skills by determining if the dashed line on each shape represents a line of symmetry.

Shapes and Lines of Symmetry worksheet with geometric shapes and dashed lines for students to identify symmetry.

Shapes and Lines of Symmetry worksheet with geometric shapes and dashed lines for students to identify 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. Flower-like Shape


- Shape: A flower-like shape with six petals.
- Line: Vertical dashed line.
- Analysis: The vertical line divides the shape 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. Five-Pointed Star


- Shape: Another five-pointed star.
- Line: Vertical dashed line.
- Analysis: The vertical line divides the star 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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6. Key


- Shape: A key.
- Line: Horizontal dashed line.
- Analysis: The horizontal line does not divide the key 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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7. 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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8. 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. Flower-like shape: Yes
5. Five-pointed star: Yes
6. Key: No
7. Octagon: Yes
8. Arrow: No

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Boxed Answer:


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