High School

Find the revenue function R for Pulsar. Which of the following options correctly represents the revenue function?
A) R(x)=0.000002x3-0.02x2+125x+60000
B) R(x)=0.000002x3-0.02x2+125x+60000+170
C) R(x)=-0.007x+170
D) R(x)=-0.007x+170+60000

Answer :

Final answer:

None of the provided options for Pulsar's revenue function directly match the standard economic formula or the detailed example given. The correct revenue function could not be determined without additional information on the pricing strategy and cost structure.

Explanation:

The question seeks to identify the correct revenue function for Pulsar from given options. A revenue function, in economic terms, is calculated by multiplying the price per unit (P) by the quantity sold (Q), represented as R = PQ. However, none of the provided options directly match this standard formula or the detailed example given, which showcases a revenue function as R = 3.3Q - 0.00005Q², indicating a need for clarification or additional context.

Based on common practices in business mathematics, a revenue function often takes the shape of a polynomial where variables represent the quantity of items sold and their respective prices. For instance, the quadratic formula given in the question —R = 3.3Q - 0.00005Q²— implies a nonlinear relationship between the quantity sold and revenue, hinting at factors like bulk discounts or increasing production costs that could affect pricing strategy.

The lack of direct match between the question's detailed examples and the options suggests an incorrect transcription or a conceptual misunderstanding. Therefore, without specific information on Pulsar's pricing strategy or cost structure, determining the exact revenue function from the options provided proves challenging.