graph 2.25h+5m>23

To graph the inequality 2.25h + 5m > 23, you can follow these steps:

Step 1: Start by solving the inequality for one variable. In this case, let's solve it for m.
2.25h + 5m > 23

Subtract 2.25h from both sides to isolate the term with m:
5m > 23 - 2.25h

Divide both sides by 5 to solve for m:
m > (23 - 2.25h) / 5

Step 2: Now, we can graph the equation m > (23 - 2.25h) / 5.

On a coordinate plane, plot the points where m = (23 - 2.25h) / 5.

Step 3: Since the inequality is m > (23 - 2.25h) / 5, we need to graph the area where m is greater than the value of (23 - 2.25h) / 5.

Shade the region above the plotted line to represent the solution.

Step 4: If you need to add more precision or details, you can use more values for h to plot additional points on the line and adjust the shading accordingly.

This is how you can graph the inequality 2.25h + 5m > 23.