melissa rents out her barn for weddings and special events. she charges $550.00 for the space plus $10.00…

melissa rents out her barn for weddings and special events. she charges $550.00 for the space plus $10.00 per hour for utilities. the equation that represents this situation is $f(x)=10x + 550$. complete the following statements. the variable $x$, in this context is defined as the number of hours the barn is rented. the parameter is the coefficient of $x$, which is 10, and is the hourly rate. the constant is the base fee to rent the number of hours the barn is rented the total amount charged to rent the barn for a certain number of hours

melissa rents out her barn for weddings and special events. she charges $550.00 for the space plus $10.00 per hour for utilities. the equation that represents this situation is $f(x)=10x + 550$. complete the following statements. the variable $x$, in this context is defined as the number of hours the barn is rented. the parameter is the coefficient of $x$, which is 10, and is the hourly rate. the constant is the base fee to rent the number of hours the barn is rented the total amount charged to rent the barn for a certain number of hours

Answer

Explanation:

Step1: Analyze the cost - structure equation

The equation $f(x)=10x + 550$ represents the total cost of renting the barn. Here, $10$ is the rate per hour for utilities and $x$ is the number of hours the barn is rented. The fixed cost (base fee) is $550$.

Step2: Identify the constant

In the linear equation $y = mx + b$ (where $m$ is the slope and $b$ is the y - intercept), in the context of $f(x)=10x + 550$, the constant $550$ is the base fee to rent the barn.

Answer:

The constant is the base fee to rent.