an airline company uses the graph of the function below to display the percent above or below the average…

an airline company uses the graph of the function below to display the percent above or below the average price per ticket for a specific route, where x is the price the passenger paid and f(x) is the positive percent difference. what is the correct interpretation of the point (250, 0)? the average price per ticket is $250. the minimum price per ticket is $250. the maximum difference paid is 250%. the average difference is 250%.

an airline company uses the graph of the function below to display the percent above or below the average price per ticket for a specific route, where x is the price the passenger paid and f(x) is the positive percent difference. what is the correct interpretation of the point (250, 0)? the average price per ticket is $250. the minimum price per ticket is $250. the maximum difference paid is 250%. the average difference is 250%.

Answer

Explanation:

Step1: Identify the variables

$x$ is the price the passenger paid, $f(x)$ is the positive percent - difference.

Step2: Analyze the point $(250,0)$

At the point $(250,0)$, when $x = 250$ (price paid by passenger), $f(x)=0$ (percent difference is 0). This means the price the passenger paid ($x = 250$) is equal to the average price per ticket.

Answer:

The average price per ticket is $250.