Symmetry Worksheets For Grade 3 - www.eLearning24x7.com - Free Printable

Problem Description:

The task is to identify and draw all the lines of symmetry for each of the given shapes or images. A line of symmetry is a line that divides a shape into two identical halves, such that one half is the mirror image of the other.

Solution:

#### 1) Pear
- The pear is an asymmetrical shape. It does not have any lines of symmetry.
- Lines of Symmetry: None

#### 2) Four-Leaf Clover
- The four-leaf clover has rotational symmetry but no reflective symmetry (lines of symmetry).
- Lines of Symmetry: None

#### 3) Rainbow
- The rainbow is a curved shape with no reflective symmetry.
- Lines of Symmetry: None

#### 4) Smiley Face
- The smiley face is symmetrical along both the vertical and horizontal axes.
- Lines of Symmetry: 2 (vertical and horizontal)

#### 5) Kite
- The kite has one vertical line of symmetry.
- Lines of Symmetry: 1 (vertical)

#### 6) Maple Leaf
- The maple leaf has one vertical line of symmetry.
- Lines of Symmetry: 1 (vertical)

#### 7) Heart
- The heart shape has one vertical line of symmetry.
- Lines of Symmetry: 1 (vertical)

#### 8) Pineapple
- The pineapple is asymmetrical and does not have any lines of symmetry.
- Lines of Symmetry: None

Final Answer:

Here is the summary of the lines of symmetry for each shape:

1. Pear: 0
2. Four-Leaf Clover: 0
3. Rainbow: 0
4. Smiley Face: 2
5. Kite: 1
6. Maple Leaf: 1
7. Heart: 1
8. Pineapple: 0

$$
\boxed{
\begin{array}{c|c}
\text{Shape} & \text{Lines of Symmetry} \\
\hline
1) \text{Pear} & 0 \\
2) \text{Four-Leaf Clover} & 0 \\
3) \text{Rainbow} & 0 \\
4) \text{Smiley Face} & 2 \\
5) \text{Kite} & 1 \\
6) \text{Maple Leaf} & 1 \\
7) \text{Heart} & 1 \\
8) \text{Pineapple} & 0 \\
\end{array}
}
$$