Question

All Square Are Similar Or Congruent . Justify

Answer 1

$\Huge\bold{\red{Answer}}$

•All Squares are similar but not congruent.

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$\huge{\green{\bf{Explaination-}}}$

→To be congruent , the areas and the sides needs to be the same.But, since all the squares do not have the same area and sides they are not congruent.

→ Coming to Concept of Similarity, the squares need to have the same ratio of the sides irrespective of the measure.Since square fulfills this creteria, as all four sides are always equal to one another, therefore SQUARES ARE SIMILAR.

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Answer 2

$\huge{ \bold{ \red{ \underline{ \overline{ \mid{Answer:-}} \mid}}}}$

$\rm{All \: squares \: are \: similar}.$

$\huge{ \underline{ \rm{ \bigstar{ Explanation-}} \bigstar}}$

All squares are not congruent. To be congruent the sides and the areas of the squares being compared have to be equal. However, the measures of the angles at the corners of all squares are always each. All squares are similar.