Two triangles that have the same shape but may differ in size are called what?

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Multiple Choice

Two triangles that have the same shape but may differ in size are called what?

Explanation:
Similarity in triangles means they have the same shape but can be different sizes. When two triangles are similar, their corresponding angles are equal and their corresponding side lengths are in the same constant ratio. You can picture one triangle as a scaled version of the other, obtained by multiplying all lengths by a single scale factor. This is different from congruent triangles, which must be the same size as well as the same shape. The other terms describe specific features like a 90-degree angle (right), or two equal sides (isosceles), but neither guarantees a size change with the same shape. So the term that fits is similar triangles.

Similarity in triangles means they have the same shape but can be different sizes. When two triangles are similar, their corresponding angles are equal and their corresponding side lengths are in the same constant ratio. You can picture one triangle as a scaled version of the other, obtained by multiplying all lengths by a single scale factor. This is different from congruent triangles, which must be the same size as well as the same shape. The other terms describe specific features like a 90-degree angle (right), or two equal sides (isosceles), but neither guarantees a size change with the same shape. So the term that fits is similar triangles.

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