1. The problem asks for the coordinates of vertex A on the given graph. 2. From the graph description, vertex A is located at the coordinate point $$(-3, 4)$$. 3. Comparing this with the answer choices: A. (2, 3), B. (2, -3), C. (-2, -3), D. (-2, 3), none match $$(-3, 4)$$ exactly. 4. Since none of the given options correctly represent vertex A $( -3, 4 )$, the correct coordinates of vertex A are not listed among the options. 5. Next question asks how to name the quadrilateral using its vertices. 6. The vertices are labeled A(-3, 4), B(2, 4), C(2, -1), and D(-3, -1). 7. Naming a quadrilateral using vertices follows the order of connecting those points. 8. The quadrilateral is formed by points A to B to C to D in order. 9. Among the options given: - A. Quadrilateral ADBC - B. Quadrilateral BCDA - C. Quadrilateral ABDC - D. Quadrilateral BACD 10. The correct order in which the quadrilateral is named from the vertices is AB, BC, CD, DA, which corresponds to "Quadrilateral ABCD". 11. None of the options exactly match "ABCD" but from the options, option C: Quadrilateral ABDC is the closest to correct vertex order around the shape if considering possible typo or trap. Final answers: - Coordinates of vertex A: Not listed among the choices; actual coordinates are $$(-3, 4)$$. - Name of quadrilateral: Closest match from the provided choices is Quadrilateral ABDC (option C).