a parking garage charges $3.50 per hour to park. c+ 3.5 h how do you graph it?
12.25
To graph the equation c + 3.5h, you can follow these steps:
Step 1: Identify the variables.
In the equation c + 3.5h, c represents a constant value (possibly a flat fee for parking), and h represents the number of hours.
Step 2: Choose a suitable range for the independent variable.
Decide on a reasonable range for the number of hours you want to consider when graphing. For example, let's take a range of h from 0 to 8 hours.
Step 3: Determine the dependent variable values.
For each value of h within your chosen range, calculate the corresponding value for c + 3.5h. This will give you the dependent variable values to plot on the graph.
Step 4: Plot the points.
Create a coordinate system on a graph paper or using graphing software, with the horizontal axis representing h and the vertical axis representing c + 3.5h. Plot each h-value on the horizontal axis, and the corresponding c + 3.5h value on the vertical axis.
Step 5: Connect the points.
Once all the points are plotted, connect them with a straight line. This line represents the relationship between c + 3.5h.
Step 6: Interpret the graph.
The graph will show how the cost of parking (c + 3.5h) changes as the number of hours (h) increases. The slope of the line represents the rate of change, indicating how much the cost increases or decreases for each additional hour.
Remember, the constant value c will affect the starting point (y-intercept) of the line but will not affect its slope.