Show the slope of -3 on a graph

Answer 1

To graph the slope of -3, you'll want to start with a coordinate plane. Here’s how to represent it:

1. Understand the slope: A slope of -3 means that for every 1 unit you move to the right (positive direction on the x-axis), you move 3 units down (negative direction on the y-axis).

2. Choose a starting point: You can start at the origin (0, 0) or any other point on the graph.

3. Plot points:

   • Starting at the origin (0, 0):

     • Move 1 unit to the right to (1, 0).
     • Then move 3 units down to (1, -3).

   • You can also choose another point to illustrate the slope. For example, from (1, -3):

     • Move 1 unit to the right to (2, -3).
     • Then move 3 units down to (2, -6).

4. Draw the line: Connect the points you plotted with a straight line. The line will slope downwards from left to right, showing the negative slope.

5. Label the slope: You can label the line with "slope = -3" to indicate the steepness.

This process visualizes the negative slope of -3 on a graph! If you need help with creating an actual graph, you can use graphing software or online graphing tools to plot these points and draw the line.