problem 7: lesson 50) select all of the consecutive and opposite angles of quadrilateral dprt. a b c d e consecutive angles: $ \angle p $ and $ \angle r, \angle t $ and $ \angle d $ opposite angles: $ \angle d $ and $ \angle p, \angle r $ and $ \angle t $

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# Explanation:
## Step1: Recall the definition of consecutive angles
Consecutive angles in a quadrilateral are angles that share a common side. In quadrilateral $DPRT$, $\angle P$ and $\angle R$ share side $PR$, $\angle T$ and $\angle D$ share side $DT$.
## Step2: Recall the definition of opposite angles
Opposite angles in a quadrilateral do not share a common side. In quadrilateral $DPRT$, $\angle D$ and $\angle P$ do not share a common side, $\angle R$ and $\angle T$ do not share a common side.

# Answer:
A. Consecutive angles: $\angle P$ and $\angle R$, $\angle T$ and $\angle D$; Opposite angles: $\angle D$ and $\angle P$, $\angle R$ and $\angle T$

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Explanation:

Step1: Recall the definition of consecutive angles

Step2: Recall the definition of opposite angles

Answer: