Class 5 Exam > Class 5 Notes > Mathematics for Class 5 > Worksheet: Symmetry and Nets
Worksheet: Symmetry and Nets | Mathematics for Class 5 PDF Download
Q1: How many English alphabets are symmetrical?
Q2: How many lines of symmetry does these geometrical shapes have?
- Square
- Pentagon
- Rhombus
- Trapezium
Q3: Which of the following shapes have rotational symmetry?
- Square
- Circle
- Hexagon
- Crescent
Q4: Draw the lines of Symmetry for the following shapes.
Q5: Show translation symmetry to the following images
- Square
- Octagon
- Triangle
Q6: How do reflection symmetry look for the following shapes?
- Star
- Moon
- Sun
Q7: Draw a shape that does not have symmetry.
Q8: Does the image have a symmetry along x- axis?
Q9: How to make the given image symmetrical along the y-axis?
Q10: Colour the appropriate cells to make it symmetrical for the given image.
You can access the solutions to this worksheet here.
The document Worksheet: Symmetry and Nets | Mathematics for Class 5 is a part of the Class 5 Course Mathematics for Class 5.
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FAQs on Worksheet: Symmetry and Nets - Mathematics for Class 5
| 1. What is symmetry in geometry? |  |
Ans. Symmetry in geometry refers to a property where a shape or object is identical on both sides of a dividing line or around a central point. If you can fold an object and both halves match perfectly, it is considered symmetrical.
| 2. How do you identify lines of symmetry in shapes? | |
Ans. To identify lines of symmetry, you can try to fold the shape in half. If the two halves match exactly when folded, the line along which you folded is a line of symmetry. You can also use a ruler to test various lines through the shape to see if they create matching halves.
| 3. What are nets in geometry? | |
Ans. Nets in geometry are two-dimensional representations that can be folded to form three-dimensional shapes. A net shows all the faces of a solid shape laid out flat, making it easier to visualize how the shape is constructed.
| 4. How can I create a net for a cube? | |
Ans. To create a net for a cube, draw six squares of equal size that are connected in a way that allows them to fold into a cube. A common arrangement is to have one square in the center with four squares attached to its sides and one square on top or bottom.
| 5. Why is understanding symmetry and nets important in geometry? | |
Ans. Understanding symmetry and nets is important in geometry because it helps in visualizing and constructing shapes. Symmetry is essential in art and architecture, while nets are crucial for understanding how 3D objects are formed, which is useful in various fields such as engineering and design.
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