Here a particular pattern or design is continued throughout. The pattern changes its place without rotation or reflection. The exact image is found without changing its orientation.

**Translational
Symmetry**

Look at the following figures:

Here a particular pattern or design is continued throughout. The pattern changes its place without rotation or reflection. The exact image is found without changing its orientation.

Thus, ** translation
symmetry** occurs when a pattern slides to a new position. The sliding
movement involves neither rotation nor reflection.

** **

__Example____ 14____ __

Which pattern is translated in the given** ***kolams*?

**Solution**

** **

__Example____ 15__

** **Using the given pattern, colour and complete the boxes** **in such a way that it posseses translation
symmetry.

**Solution**

** **

__Example____ 16 __

Translate the given pattern and complete
the design in the rectangular strip.

**Solution**

** **

**Symmetry**

__ICT CORNER__

**Expected Outcome**

**Step – 1**

Open the Browser by typing the URL Link
given below (or) Scan the QR Code. GeoGebra work sheet named “Symmetry” will open.
There are two worksheets under the title “Line of Symmetry” and “Rotational Symmetry”.

In the Line of Symmetry drag the points
on left side of both the gures and click reflect to see full figure

**Step − 2**

In Rotational
Symmetry click on New Shape and find the order of rotational symmetry.

Type your answer in the box and hit enter
key to see whether your answer is right.

**Browse in the link:**

Symmetry: https://ggbm.at/udcrmzyror
Scan the QR Code.

Tags : Symmetry | Term 3 Chapter 4 | 6th Maths , 6th Maths : Term 3 Unit 4 : Symmetry

Study Material, Lecturing Notes, Assignment, Reference, Wiki description explanation, brief detail

6th Maths : Term 3 Unit 4 : Symmetry : Translational Symmetry | Symmetry | Term 3 Chapter 4 | 6th Maths

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