Solve the problem.
-A manufacturer's cost is given by $C=200 \sqrt[3]{n}+200$, where $C$ is the cost and $n$ is the number of parts produced. How many parts are produced when the cost is $\$ 3800$ ?
A) 324
B) 5832
C) 46,656
D) 3600

Question

Quizplus · Accepted Answer

To find the number of parts produced when the cost is $3800, set $C = 3800$ and solve for $n$:  $3800 = 200 \sqrt[3]{n} + 200$  $3600 = 200 \sqrt[3]{n}$  $\sqrt[3]{n} = 18$  $n = 18^3 = 5832$.

Solve the Problem C=200n3+200C=200 \sqrt[3]{n}+200C=2003n​+200 , Where CCC Is the Cost And nnn

Solve the Problem $C=200 \sqrt[3]{n}+200$ , Where $C$ Is the Cost And $n$