A trapezoid has vertices , , , and . First, it is translated...

Question Analysis:
This question focuses on applying a translation followed by a reflection across the

-axis to a vertex of a trapezoid.
The key is to correctly implement each transformation step for the given point.

Key Concept Explanation:
1. Translation rule: For a translation

units to the right and

units up, a point

becomes

.
2. Reflection across the

-axis rule: When reflecting a point

across the

-axis, the new coordinates are

.

Step - by - Step Solution:
1. Translation of point

:
- Given a translation 2 units to the right (

) and 5 units up (

).
- Using the rule

, substitute

and

.
- The new coordinates after translation are

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