A figure is symmetrical about the line which divides the figure in _____ indentical parts

2

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Solution

The correct option is A $2$
For symmetry the line should divide the figures into two halves. Such that one is mirror image of other.
Option A is correct.

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Similar questions

If a line divides a figure into two parts, which of the following conditions says those two parts are symmetric?

Arjun: If a figure can be folded along any line such that one half superimposes the other, it is known as a symmetric figure.

Shubh: If you can find a line in the figure which divides it into identical parts, then the figure is always symmetric.

If a line divides a figure into two parts, what are the conditions that those two parts should have for the figure to be symmetric?

Suraj: If a figure can be folded along any line such that one half superimposes the other, it is known as a symmetric figure.

Ravi: If you can find a line in the figure which divides it into identical parts, then the figure is always symmetric.

Who is correct?
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