Math, asked by akhilab2001, 5 months ago

which alphabets have point symmetry

Answers

Answered by garima1622
5

Answer:

I hope it's help you.

Step-by-step explanation:

The capital letters "H," "I," "N," "O," "X," and "Z" have point symmetry. The letters "H," "I," "O" and "X" have both point and line symmetry.

Answered by syedtahir20
0

A,I,O,H.

points symmetry: There are various aspects related to symmetry in geometry and students need to understand the concept of symmetry. This concept is used by artists, professionals, clothing and jewelry designers, car manufacturers, architects and others for various tasks related to their respective professions. Symmetrical motifs are everywhere: beehives, flowers, tree leaves, religious symbols, rugs and handkerchiefs.

You can demonstrate point symmetry by walking up to a mirror and touching the mirror with your finger. It's about where your finger touches the mirror. It is as if you are inextricably linked to your image. The basic principle of point symmetry is that there must be a connection. When you turn an object upside down and it looks the same, it is said to have point symmetry. The shape and corresponding elements must point in the same direction.

As per the question we need to find the alphabets have points symmetry.

Lets check the alphabets one by one.

Lets check the alphabets A.

If we reflect horizontal then the result will be the same.

Therefore A have a horizontal symmetry.

There are not available other symmetry.

Now we check the rotation symmetry of A.

r₀ is the only rotation available on A.

Other alphabets have one or two symmetry excluding I,H,O.

I have rotational symmetry R 0, R 180, and reflection symmetry is horizontal and vertical.

Therefore I have point symmetry {R 0, R 180, H, V}.

H have rotational symmetry R 0, R 180, and reflection symmetry is horizontal and vertical.

Therefore H have point symmetry {R 0, R 180, H, V}.

O have rotational symmetry R 0, R 180, and reflection symmetry is horizontal and vertical.

Therefore O have point symmetry {R 0, R 180, H, V}.

To learn more about symmetry follow the given link

https://brainly.com/question/11987503?

#SPJ2

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