A polygon of $12$ sides _________ be similar to a polygon of $14$ sides. (Similar/Not Similar)

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Solution

Determining the number of sides in polygon and deriving similarity:
One of the conditions for two polygons to be similar is that they should have the same number of sides.
Since, $12 \neq 14$ , the given polygons have different numbers of sides.
Hence, they are not similar.

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(i) All circles are ......... (congruent, similar).
(ii) All squares are ........(similar, congruent).
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(iv) Two triangles are similar, if their corresponding angles are .......... (proportional, equal)
(v) Two triangles are similar, if their corresponding sides are ........... (proportional, equal)
(vi) Two polygons of the same number of sides are similar, if (a) their corresponding angles are and (b) their corresponding sides are ...........(equal, proportional).

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A polygon of 12 sides _________ be similar to a polygon of 14 sides. (Similar/Not Similar)

Determining the number of sides in polygon and deriving similarity:One of the conditions for two polygons to be similar is that they should have the same number of sides.Since, 12≠14, the given polygons have different numbers of sides.Hence, they are not similar.

A polygon of $12$ sides _________ be similar to a polygon of $14$ sides. (Similar/Not Similar)

Determining the number of sides in polygon and deriving similarity:
One of the conditions for two polygons to be similar is that they should have the same number of sides.
Since, $12 \neq 14$ , the given polygons have different numbers of sides.
Hence, they are not similar.