22. The position of point \( R \) is \( \begin{array}{lllll}\text { A. }(5,1) & \text { B. }(-5,1) \\ \text { 3. C. }(1,-5) & \text { D. }(-1,-5) & \text { E. }(0,-5) \\ \text { What is the position of point } P \text { ? }\end{array} \) \( \begin{array}{lllll}\text { A. }(3,-3) & \text { B. }(3,3) & \text { C. }(-3,3) & \text { D. }(3,0) & \text { E. }(-3,4) \\ \text { Find the position of point } S . \\ \begin{array}{llll}\text { A. }(0,0,) & \text { B. }(0,4) & \text { C. }(4,4) & \text { D. }(6,-4)\end{array} & \text { E. }(4,0)\end{array} \)

It looks like you've provided multiple-choice options for several coordinate geometry problems involving points \( R \), \( P \), and \( S \). However, to accurately determine the positions of these points, additional information or a diagram is typically required, such as: 1. **Equations or Relationships**: Information about how these points relate to each other or to other geometric figures (e.g., lines, circles, triangles) is essential. 2. **Graph or Diagram**: A visual representation can provide context, showing relative positions, distances, slopes, or other geometric relationships. 3. **Specific Instructions**: Details about transformations (like translations, rotations, reflections), intersections, or other operations that define the positions of these points. **Example Scenario:** If the problem involves finding the position of point \( R \) after a certain transformation is applied to a given point \( P \), knowing the type and parameters of the transformation (e.g., "reflect point \( P \) over the x-axis" or "translate point \( P \) by (3, 4)") would allow us to determine \( R \)'s coordinates from the given options. **What You Can Do Next:** - **Provide Additional Details**: Share any accompanying diagrams, equations, or descriptive information related to the positions of points \( R \), \( P \), and \( S \). - **Clarify the Problem Statement**: Ensure that the full question is included, so I can understand the relationships and operations involved. Once you provide more context or the complete problem statements, I'd be happy to help you work through the solutions for each point!