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‘F
E
B
D
a. Identify at least two pairs of congruent angles in the figure and explain how you know they are
congruent.
D
E
B
Al
0’

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00:38

These two figures are congruent, with corresponding points marked.a. Are angles $A B C$ and $A^{\prime} B^{\prime} C^{\prime}$ congruent? Explain your reasoning.b. Measure angles $A B C$ and $A^{\prime} B^{\prime} C^{\prime}$ to check your answer.

00:54

In the figure, $\overline{A D}$ and $\overline{B E}$ are congruent medians of $\triangle A B C$ . a. Explain why $G D=G E$b. $G A=\frac{?}{\text {}}$ angles congruent to $\angle G A B$ .c. Name three angles congruent to $\angle G A B$ .

01:18

In the figure below, $\overline{A B} \| \overline{D E}$. What pairs of angles are congruent? Explain your reasoning.(Figure can’t copy)

01:24

2. These two figures are congruent, with corresponding points marked:a. Are angles ABC and A’BC’ congruent? Explain your reasoning.b. Measure angles ABC and A’B’C’ to check your answer.

00:56

Name the congruent angles and sides for each pair of congruent triangles.$$\triangle B C F \cong \triangle D G H$$

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