Chapter 5.2, Problem 11E

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7th Edition

Alexander + 2 others

ISBN: 9781337614085

Textbook Problem

a) Does the similarity relationship have a **reflexive **property for triangles (and polygons in general)?

b) Is there a **symmetric **property for the similarity of triangles (and polygons)?

c) Is there a **transitive **property for the similarity of triangles (and polygons)?

To determine

**a)**

Whether the similarity relationships have a reflexive property of triangles.

Explanation

**Definition Used:**

The reflexive property of congruence states that any polygon is congruent to itself.

**Calculation:**

Consider the figure as shown below:

To determine

**b)**

Whether a symmetric property exist for the similarity of triangle (and polygon).

To determine

**c)**

Whether a transitive property exist for the similarity of triangle (and polygon).

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