Each year members of the school athletic department hold a fish fry to raise money for the program. They must sell tickets to the event at a price that will earn them more money than the cost of food. Here's a formula for this scenario: p=n(d-c) p = Total profit made from the event n = Number of tickets sold d = Price charged for each dinner c = Cost for food per plate Rewrite the formula to determine the number of tickets they need sell.
\[n=\frac{ p }{ d-c }\]
Thanks so much :D.
You need to get n on it's own side of the equation as it wants a formula to determine n. It is easier to determine n when it's on its own. So you can do what @math&ing001 said and then drag that (d-c) to the other side. But since it says they want to earn MORE money than the cost of food, it should probably become an inequality; \[n > p/(d-c)\]
You're welcome :)
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