Geometry | Unit 2 | Lesson 5: Points, Segments, and Zigzags | Practice Problems

Two figures, A B C and D E F, each composed of two line segments that share an endpoint. A B slants upward and to the left and B C slants upward and to the right. Figure D E F is below and to the right of figure A B C. D E slants upward and to the left and E F slants upward and slightly to the left. B C and E F have one tick mark. A B and D E have two tick marks. Angles B and E marked equal.

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Which conjecture is possible to prove?

• All quadrilaterals with at least one side length of 3 are congruent.

• All rectangles with at least one side length of 3 are congruent.

• All rhombuses with at least one side length of 3 are congruent.

• All squares with at least one side length of 3 are congruent.

Match each statement using only the information shown in the pairs of congruent triangles.

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