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**To Investigate Congruent Polygons.**

- For each of the Polygons that follow, decide whether or not they are congruent. You can use the angle tool and the Length tool .

**#1**

**#2**

**#3.**

**#4.**

**#5.**

**#6.**

**#7. **

**#8.**

**#9.**

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**To Create A Complex Polygon With Given Side Lengths.**

A polygon has 8 sides: five of length 1, two of length 2, and one of length 3. All sides lie on grid lines. Create a polygon with these properties.

Is there a second polygon, not congruent to your first, with these properties?

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**To Demonstrate that two Polygons are Congruent.**

(1). Show that the two pentagons are congruent.

(2). Explain how you know that the two figures are congruent.

(3). Find the side lengths of ABCDE and the angle measures of FGHIJ.

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Decide whether or not the two shapes below are congruent. Explain your reasoning.

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Decide whether or not the two shapes below are congruent. Explain your reasoning.

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All of these triangles are congruent. Sometimes we can take one figure to another with a translation. Mark the triangles that are images of triangle ABC under a translation.

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