Kindergarten Art and Colors Printable Worksheets ... - Free Printable

The image shows two worksheets related to symmetry, specifically Radial Symmetry and Symmetry. Below is an explanation of the concepts and how to solve the problems presented in these worksheets.

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1. Radial Symmetry

#### Definition:
Radial symmetry is the quality of having similar parts regularly arranged around a central axis. In simpler terms, if you draw lines from the center of a shape to its edges, the parts on either side of each line will be mirror images of each other.

#### Worksheet Instructions:
- The worksheet asks you to complete the remainder of each drawing by creating your own radial symmetry drawings in the blank circles provided.
- You need to ensure that the design is symmetrical around the central point.

#### Solution Approach:
1. Identify the Central Point: Each circle has a central point. All lines or shapes should radiate outwards from this point.
2. Draw Patterns: Start by drawing simple patterns (e.g., lines, curves, or shapes) from the center to the edge of the circle.
3. Ensure Symmetry: Make sure that whatever you draw on one side of the circle is mirrored equally on the opposite side. For example:
- If you draw a curved line extending from the center to the edge on one side, replicate it exactly on the opposite side.
- Use multiple lines or shapes radiating outwards to create a balanced, symmetrical design.

#### Example:
- Imagine drawing a flower-like pattern with petals extending from the center. Each petal should be identical in size, shape, and orientation relative to the center.

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2. Symmetry

#### Definition:
Symmetry is the quality of being made up of exactly the same parts facing each other or around an axis. This typically involves reflection symmetry, where one side of the shape is a mirror image of the other.

#### Worksheet Instructions:
- The worksheet provides partially completed drawings and asks you to complete the remainder of each drawing by ensuring symmetry.
- You need to finish the drawings so that they are symmetrical along the given axis (usually a vertical or horizontal line).

#### Solution Approach:
1. Identify the Axis of Symmetry: Look for the line (vertical, horizontal, or diagonal) that divides the shape into two equal halves.
2. Mirror the Existing Part: Whatever is drawn on one side of the axis must be replicated as a mirror image on the other side.
- If there is a curve, replicate it on the opposite side.
- If there is a specific shape or pattern, ensure it is mirrored accurately.

#### Examples:
- Butterfly: If one wing is drawn, replicate the exact shape and details on the other wing.
- Tent: If one side of the tent is shown, mirror the poles, fabric, and any additional details on the opposite side.
- Star: Ensure that all points and lines of the star are mirrored symmetrically.

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General Tips for Solving These Problems:

1. Use a Ruler or Straight Edge: To ensure straight lines and accurate measurements.
2. Trace or Fold (Optional): For physical papers, you can fold along the axis of symmetry to check if both sides match.
3. Be Consistent: Pay attention to details like spacing, size, and orientation to maintain symmetry.

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Final Answer:

To solve the problems:
- For Radial Symmetry, draw patterns that radiate outwards from the center and are mirrored around the central point.
- For Symmetry, complete the drawings by mirroring the existing parts across the axis of symmetry.

Both tasks require careful observation and replication to achieve balance and harmony in the designs.

Boxed Final Answer:
\boxed{\text{Complete the drawings by ensuring radial symmetry around a central point and reflection symmetry across an axis.}}