Question

a charity organization is having a fundraiser.
the variable ( p ) models the fundraiser’s profit (in dollars) if ( n ) tickets are sold. a negative profit means the expenses exceeded the income from tickets.
( p = 70n - 1500 )
how much money does the charity raise by selling a single ticket?
$

Explanation:

Step1: Analyze profit formula structure

Profit $P = \text{Total Income} - \text{Fixed Expenses}$. The given formula is $P = 70n - 1500$.

Step2: Identify per-ticket income

The term $70n$ represents total income from $n$ tickets, so the coefficient of $n$ is the per-ticket amount.

Answer:

$\$70$