A figure maps to another figure using one or more translations, reflections, or rotations. What must be true about the two figures? A. The figures are congruent.

B. The figures are not rigid.

C. The figures have dilated or stretched.

D. The figures are regular polygons.

Simplify each expression using the definition, identities, and properties of imaginary numbers. match each term in the list on the left to its equivalent simplified form on the right. 1. (i 3)2(-i 0)3(3i 2)4 -4 2. (i 3i -5)2(i 4i -3)0 1 3. (-i 4i 2)(2i)2(i -1i 5)3(i 0)-3 -i 4. i 3[(i 2i 3i 4)(i 0i 2i 5)]2 81