Question

The amount of sales of tickets at a movie theater t(x) varies directly with the number of customers x. Twenty customers paid a total of $275 for tickets.

Which equation can be used to find the ticket sales for x customers?

t(x) = 20x candace rolled a 6-sided number cube 60 times and recorded the results in the graph above


t(x) = 20x

t(x) = 13.75x

t(x) = 13.75x

t(x) = 275x

Answer 1

The equation that represents the ticket sales for x customers at the movie theater is t(x) = 13.75x.

Step-by-step explanation:

The problem asks us to find the equation that represents the ticket sales for x customers at a movie theater. We are given that the amount of sales varies directly with the number of customers. This means that the equation should have a constant of proportionality.

Let's start by setting up the equation. We know that twenty customers paid a total of $275 for tickets. So, the total amount of ticket sales (t) is $275, and the number of customers (x) is 20.

We can set up the equation as t(x) = kx, where k is the constant of proportionality. To find the value of k, we can substitute the given values into the equation: $275 = k(20), which simplifies to 275 = 20k. Solving for k, we divide both sides by 20, giving us k = 275/20 = 13.75.

Therefore, the equation that represents the ticket sales for x customers at the movie theater is t(x) = 13.75x.

Answer 2

T(x)=13.75x

Step-by-step explanation: