Question: Graph the image of the figure using the given transformations.
1) reflection across the y-axis
2) reflection across the x-axis
3) reflection across the x-axis
4) reflection across the y-axis
5) reflection across the y-axis
6) reflection across the y-axis
Show me on the graph the answers
1. **Problem Statement:** We need to graph the image of a figure after applying reflections across the x-axis and y-axis as specified.
2. **Reflection Rules:**
- Reflection across the y-axis changes a point $(x,y)$ to $(-x,y)$.
- Reflection across the x-axis changes a point $(x,y)$ to $(x,-y)$.
3. **Step-by-step transformations:**
- For each point of the original figure, apply the reflection transformation as per the instruction.
- For reflections across the y-axis, transform $(x,y)$ to $(-x,y)$.
- For reflections across the x-axis, transform $(x,y)$ to $(x,-y)$.
4. **Graphing:**
- Plot the original figure.
- Plot each reflected image in the specified position (top-left, top-right, center-left, center-right, bottom-left, bottom-right).
5. **Explanation:**
- Reflection flips the figure over the specified axis.
- Coordinates change sign accordingly.
6. **Final:**
- The graph will show the original figure and its reflections in the six specified positions.
Since the user requested the graph with answers shown, the SVG below illustrates the original figure and its reflections as per the instructions.