1. **State the problem:** We want to find how much the ticket sales fall below the goal of 2350 when 300 tickets are sold. 2. **Identify the formula:** If each ticket is sold at price $p$, then total sales for $n$ tickets is $S = p \times n$. 3. **Given:** Number of tickets sold $n = 300$. Goal sales $G = 2350$. 4. **Calculate the total sales:** Since the ticket price is not given, we assume the total sales for 300 tickets is less than 2350 by some amount $x$. 5. **Express the fall below goal:** $$x = G - S = 2350 - S$$ 6. **Without the ticket price, we cannot find $S$ exactly, so the problem is incomplete unless ticket price is known.** If ticket price $p$ is known, then: $$S = p \times 300$$ $$x = 2350 - 300p$$ This $x$ is how much sales fall below the goal. **Final answer:** The sales fall below the goal by $$x = 2350 - 300p$$ where $p$ is the ticket price.