Asked by Sherry
SAC held a spring fling. SAC provides the following formulas about the spring fling.
1. The number, N, of people who attend the park is a function of price, p, in dollars:
𝑁(𝑝) = −(𝑝 + 5)(𝑝 − 17) assuming the minimum ticket price is $12.
2. The revenue, 𝑅, is 𝑅(𝑝) = 𝑁(𝑝) × 𝑝
3. The cost, C, of running the event can be modeled by the function
𝐶(𝑝) = 75 + 12𝑁(𝑝).
Write the combined function y = R(p) - C(p) and explain what it represents.
1. The number, N, of people who attend the park is a function of price, p, in dollars:
𝑁(𝑝) = −(𝑝 + 5)(𝑝 − 17) assuming the minimum ticket price is $12.
2. The revenue, 𝑅, is 𝑅(𝑝) = 𝑁(𝑝) × 𝑝
3. The cost, C, of running the event can be modeled by the function
𝐶(𝑝) = 75 + 12𝑁(𝑝).
Write the combined function y = R(p) - C(p) and explain what it represents.
Answers
Answered by
Steve
so what's the trouble? They gave you the equation
y = R(p)-C(p)
= N(p)*p - C(p)
= -p(p+5)(p-17) - (75+12(-(p+5)(p-17)))
= (12-p)(p+5)(p-17) - 75
You can expand that if you want. What does it mean?
Revenue-Cost = Profit.
y = R(p)-C(p)
= N(p)*p - C(p)
= -p(p+5)(p-17) - (75+12(-(p+5)(p-17)))
= (12-p)(p+5)(p-17) - 75
You can expand that if you want. What does it mean?
Revenue-Cost = Profit.
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