a-small-bakery-makes-a-profit-pc-pc-pc-in-dollars-from-selling-c-c-c-cakes-per-d

Question

A small bakery makes a profit $P(c)$ in dollars from selling $c$ cakes per day according to the formula $P(c) = c(40 - c) - 80$ . Considering that $P$ is a continuous function, how many cakes should the bakery sell per day to maximize its profit?

Accepted Answer

The bakery should sell $P(c)$ cakes per day to maximize its profit.

Answer

The bakery should sell $10$ cakes per day to maximize its profit.

Answer

The bakery should sell $10$ cakes per day to maximize its profit.

Answer

The bakery should sell $10$ cakes per day to maximize its profit.

A small bakery makes a profit P(c) P(c) P(c) in dollars from selling c c c cakes per day according to the formula P(c)=c(40−c)−80P(c) = c(40 - c) - 80P(c)=c(40−c)−80. Considering that PPP is a continuous function, how many cakes should the bakery sell per day to maximize its profit?

A small bakery makes a profit $P(c)$ in dollars from selling $c$ cakes per day according to the formula $P(c) = c(40 - c) - 80$ . Considering that $P$ is a continuous function, how many cakes should the bakery sell per day to maximize its profit?