A company has cost and revenue functions, in dollars, given by C(g) = 3000 + 7g and R(g) = 10g. Based on these functions, which of the following is FALSE?
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Tyna S.
A company that sells radios has a yearly fixed cost of $\$ 600,000 .$ It costs the company $\$ 45$ to produce each radio. Each radio will sell for $\$ 65$. The company's costs and revenue are modeled by the following functions: $C(x)=600,000+45 x$ This function models "the company's costs. $R(x)=65 x$ This function models the company's revenue. Find and interpret $(R-C)(20,000),(R-C)(30,000)$ and $(R-C)(40,000)$
Functions and Graphs
Combinations of Functions; Composite Functions
A stereo manufacturer determines that in order to sell x units of a new stereo, the price per unit, in dollars, must be p(x) = 1000 - x. The manufacturer also determines that the total cost of manufacturing x units is given by C(x) = 3000 + 2x. Find the revenue function none of the given options. R(x) = 1000x - x^2 R(x) = 3000x + 2x^2 R(X) = 4000 + x
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