2-6 Congruent Figures

Congruent Circles: Have Congruent Radii.

Congruent Polygons: then your have congruent corresponding parts.

Example 1: Complete the congruent statement.

Quad. ABCD is congruent to Quad. LPNM

Segment AB is congruent to Segment LP

Angle C is congruent to Angle N

Segment NM is congruent to Segment CD

Angle L is congruent to Angle A

2-6 Day 2 Similar Figures

Similar:(~) Same shape, different size; If 2 figures are similar, then corresponding angles are congruuent and corresponding sides are congruent.

Similarity Ratio: the ratio of the lengths of correspoonding sides in simplest form.

SIDES ARE PROPORTIONAL!!!!

When simplified/reduced, it = similarity(~) ratio.

Problem 1-1

What is the definition of a Similarity Ratio?

the ratio of the lengths of correspoonding sides in simplest form. a>

They look nothing alike. a>

None of the above

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