Understanding how to find reflections in the graphs of linear equations can be easy once you get some practice! Here are a few things to remember:

1. Reflections Across the X-Axis:

   • When you reflect a line over the x-axis, you change the signs of the y-coordinates.
   • So, if your equation is (y = mx + b), after reflecting it, it becomes (y = -mx - b).

2. Reflections Across the Y-Axis:

   • For reflecting over the y-axis, you only change the sign of the x-coordinates.
   • This means the equation turns into (y = -mx + b).

3. Quick Visual Check:

   • You can also look at the graph.
   • If the new line looks like a mirror image over the axis, then you did it right!

Trust me, practicing these reflections will really help you understand them better!