question 4 (4 points)
you are designing the window shown in the photo. you want to make $ \triangle dra $ congruent to $ \triangle drg $.
you design the window so the $ d a \cong d g $ and $ \angle a d r \cong \angle g d r $. use the sas congruence theorem
to show that $ \triangle d r a \cong \triangle d r g $.
$ d r \cong d r $ by the
it is given that $ \angle a d r \cong \angle $
so $ \triangle d r a \cong \triangle d r g $ by the sas congruence theorem.

Question

question 4 (4 points)
you are designing the window shown in the photo. you want to make $ \triangle dra $ congruent to $ \triangle drg $.
you design the window so the $ d a \cong d g $ and $ \angle a d r \cong \angle g d r $. use the sas congruence theorem
 to show that $ \triangle d r a \cong \triangle d r g $.
$ d r \cong d r $ by the
it is given that $ \angle a d r \cong \angle $
so $ \triangle d r a \cong \triangle d r g $ by the sas congruence theorem.

Accepted Answer

# Explanation:
## Step1: Reflexive Property of Congruence
The reflexive property of congruence states that any segment is congruent to itself. So, $DR\cong DR$ by the reflexive property of congruence.
## Step2: Given Angle Congruence
It is given that $\angle ADR\cong\angle GDR$.

# Answer:
DR ≅ DR by the reflexive property of congruence. It is given that ∠ADR ≅ ∠GDR.

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QUESTION IMAGE

Question

Explanation:

Step1: Reflexive Property of Congruence

Step2: Given Angle Congruence

Answer: