It is given that `DeltaDEF~DeltaRPQ`. Is it true to say that `angleD = angleR` and `angleF= angleP`? Why?

Explanation

To determine whether the statements `angle D = angle R` and `angle F = angle P` are true, we will analyze the properties of similar triangles.

### Step-by-Step Solution:

1. **Understanding Similar Triangles**:
We are given that triangle DEF is similar to triangle RPQ, denoted as `ΔDEF ~ ΔRPQ`. This means that the corresponding angles of these triangles are equal, and the sides are in proportion.

**Hint**: Recall the definition of similar triangles and the properties that come with them.
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