tickets to a concert are available online for $25 plus a one time handling fee for $1.75. The total cost is a function of the number of tickets bought what function rule models the cost of the concert tickets? Evaluate the function for six tickets.

Answer 1

The total cost of the concert tickets can be modeled as a function of the number of tickets bought.

Let's call the number of tickets "x".

For each ticket, the cost is $25, so the cost for "x" tickets is 25 * x.
Additionally, there is a one-time handling fee of $1.75, so we add that to the cost of the tickets.

Therefore, the function rule that models the cost of the concert tickets is:
Cost(x) = 25x + 1.75

To evaluate the function for six tickets, we substitute x = 6 into the function:
Cost(6) = 25*6 + 1.75
Cost(6) = 150 + 1.75
Cost(6) = $151.75

So, the cost of six tickets is $151.75.