HIDE is a symmetric word with respect to the upper and lower halves (horizontal line of symmetry). Write three symmetric words which has a horizontal line of symmetry.

A line which divides the figure across it into two identical halves is called a horizontal line of symmetry. With the help of given symmetric word 'HIDE', we can write many such symmetric words. Any three such symmetric words with a horizontal line of symmetry are

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Active Teach Maths Ace>Chapter 11 - Symmetry>MENTAL MATHS>Q 5

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7th CBSE

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If $k °$ minimum angle does a regular hexagon rotate so as to coincide with its original position for the first time, then find the value of $k$ .

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Important Questions on Symmetry

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7th CBSE

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Active Teach Maths Ace>Chapter 11 - Symmetry>MENTAL MATHS>Q 6

In the word 'MATHS', which letter depicts rotational symmetry?

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Active Teach Maths Ace>Chapter 11 - Symmetry>MENTAL MATHS>Q 7

State whether the given figure has rotational symmetry or not. If yes, then state the order of rotational symmetry.
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Active Teach Maths Ace>Chapter 11 - Symmetry>MENTAL MATHS>Q 8

Write the formula for finding the order of rotational symmetry.

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Active Teach Maths Ace>Chapter 11 - Symmetry>HOTS>Q 1

Add or delete some part of the following shapes so that the shape looks the same after a half turn.
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7th CBSE

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Active Teach Maths Ace>Chapter 11 - Symmetry>HOTS>Q 1

Add or delete some parts of the following shape so that the shape looks the same after a half turn.
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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 11 - Symmetry>HOTS>Q 1

Add or delete some parts of the following shape so that the shape looks the same after a half turn.
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7th CBSE

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Active Teach Maths Ace>Chapter 11 - Symmetry>HOTS>Q 2

HIDE is a symmetric word with respect to the upper and lower halves (horizontal line of symmetry).
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Write three symmetric words which has a horizontal line of symmetry.

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7th CBSE

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Active Teach Maths Ace>Chapter 11 - Symmetry>Real-life Applications>Q a)

During festival time, Renu and her friends wanted to make a rangoli but they did not have any designs. But they had knowledge of rotational symmetry and decided to use it. They created a rangoli design. For the following rangoli, find the number of lines of symmetry.
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