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Question
triangle abc is similar to triangle def with the side lengths of triangle abc being 5 times the side lengths of triangle def. what characteristic of the two triangles is the same? the areas the perimeters the angles the side lengths
Similar triangles have the same shape, which means their corresponding angles are equal. The side lengths, perimeters, and areas are in proportion (here side - lengths of \(ABC\) are 5 times those of \(DEF\), so perimeters of \(ABC\) are 5 times those of \(DEF\) and areas of \(ABC\) are \(5^{2}=25\) times those of \(DEF\)).
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