How do the measures of the side lengths of compare with those of when coincides with the other three triangles? what can you say about the preservation of the side lengths of a shape during a rotation?

Answer :

The angle measures of  ABC and the other triangles are the same measures, and the side lengths in ABC.

What is a adjacent triangle?

If two triangles are identical in every way, they are said to be congruent. The vertices of the two triangles will line up exactly with one another if one triangle is placed on top of the other; in other words, the vertices of the first triangle will match those of the second.

When ABC coincides with the other triangles, the side lengths in both triangles are the same lengths and the angles in both triangles have the same measurements. When ABC is rotated, it appears that angle measurements and side lengths are both preserved.

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The measure of each side of  is equal to the corresponding side of  when  coincides with the other three triangles. The side lengths of the triangle are preserved as the figure rotates.

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