the function $d(p)$ gives the number of items that will be demanded when the price is $p$. the production…

the function $d(p)$ gives the number of items that will be demanded when the price is $p$. the production cost, $c(x)$, is the cost of producing $x$ items.\nto determine the cost of production when the price is $10, you would:\nsolve $d(c(x)) = 10$\nsolve $c(d(p)) = 10$\nevaluate $c(d(10))$\nevaluate $d(c(10))$\nquestion help: video

the function $d(p)$ gives the number of items that will be demanded when the price is $p$. the production cost, $c(x)$, is the cost of producing $x$ items.\nto determine the cost of production when the price is $10, you would:\nsolve $d(c(x)) = 10$\nsolve $c(d(p)) = 10$\nevaluate $c(d(10))$\nevaluate $d(c(10))$\nquestion help: video

Answer

Explanation:

Step1: Find demand at price $10$

First, use the demand - price function $D(p)$. When $p = 10$, we find the number of items demanded $D(10)$.

Step2: Find production cost

Then, use the production - cost function $C(x)$. Substitute the number of items demanded (which is $D(10)$) into $C(x)$ to get the cost of production. So we need to evaluate $C(D(10))$.

Answer:

Evaluate $C(D(10))$