Solve the problem.
-The mathematical model $C(x)=100 x+60,000$ represents the cost in dollars a company has in manufacturing $\mathrm{x}$ items during a month. Based on this, how much does it cost to produce 400 items?
A) $\$ 600$
B) $\$ 40,000$
C) $\$ 2$
D) $\$ 100,000$

Question

Quizplus · Accepted Answer

To find the cost of producing 400 items, substitute $x = 400$ into the equation $C(x) = 100x + 60,000$. This gives $C(400) = 100(400) + 60,000 = 40,000 + 60,000 = 100,000$.

Solve the Problem C(x)=100x+60,000C(x)=100 x+60,000C(x)=100x+60,000 Represents the Cost in Dollars a Company Has in Manufacturing

Solve the Problem $C(x)=100 x+60,000$ Represents the Cost in Dollars a Company Has in Manufacturing