Which one of the following situations would have a graph that is a constant function? (5 points) (Points : 5)

The amount of money that someone earning $10.75 per hour would make
The total number of days in September each year
The amount of rainfall in New York throughout the year
The distance you can see on a ferris wheel ride as time passes
Your height during your first 12 years

To determine which situation would have a graph that is a constant function, we need to understand what a constant function is.

A constant function is a function where the output, or dependent variable, remains the same for every input, or independent variable. In other words, it is a function where the graph is a horizontal straight line, indicating that the output does not change regardless of the input.

Now let's analyze each situation:

1. The amount of money that someone earning $10.75 per hour would make: This situation does not have a constant function since the amount of money made would depend on the number of hours worked.

2. The total number of days in September each year: This situation does have a constant function. The total number of days in September is always the same, 30 days, regardless of the year.

3. The amount of rainfall in New York throughout the year: This situation does not have a constant function since the amount of rainfall would vary throughout the year.

4. The distance you can see on a ferris wheel ride as time passes: This situation does not have a constant function since the distance you can see on a ferris wheel ride would change as time passes and the ferris wheel rotates.

5. Your height during your first 12 years: This situation does not have a constant function since your height would typically increase during your first 12 years.

Therefore, the situation with the graph that is a constant function is "The total number of days in September each year."