a. n is the number of roses that they will use
b. The cost function is c(n) = 1.5 n + 25
c. The revenue function is r(n) = 5 n
d. The profit function is p(n) = 3.5 n - 25
Step-by-step explanation:
The given is:
1. The cost of each rose is $1.50
2. The delivery fee is $25
3. the selling price of each rose is $5
Assume that the number of roses is n
a. n is the number of roses that they will use
∵ The cost of each roes = $1.5
∵ The number of roses = n
∵ The delivery fee is $25
∴ The cost of the n roses is c(n) = 1.5 n + 25
b. The cost function is c(n) = 1.5 n + 25
∵ The selling price of each rose = $5
∵ The number of roses = n
∴ The revenue of the n roses is r(n) = 5 n
c. The revenue function is r(n) = 5 n
The profit is the difference between the revenue and the cost
∵ The profit = revenue - cost
∵ r(n) = 5 n ⇒ revenue function
∵ c(n) = 1.5 n + 25 ⇒ cost function
∴ The profit of n roses = 5 n - (1.5 n + 25)
- Simplify it
∴ The profit of n roses = 5 n - 1.5 n - 25
- Add like term
∴ The profit of n roses = 3.5 n - 25
d. The profit function is p(n) = 3.5 n - 25
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