Question

the figure shows the graphs of the cost and revenue functions for a company that manufactures and sells external hard drives. the solid line represents the revenue function, r(x)=55x, the dashed line represents the cost function, c(x)=15,000 + 25x. use the formulas to find r(250) - c(250). describe what this means for the company. r(250) - c(250)= (type an integer or a decimal)

Explanation:

Step1: Calculate R(250)

Given $R(x) = 55x$, substitute $x = 250$. So $R(250)=55\times250 = 13750$.

Step2: Calculate C(250)

Given $C(x)=15000 + 25x$, substitute $x = 250$. Then $C(250)=15000+25\times250=15000 + 6250=21250$.

Step3: Calculate R(250)-C(250)

$R(250)-C(250)=13750 - 21250=-7500$.

Answer:

-7500