Asked by Jenna Wright on Apr 24, 2024

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The demand function is described by the equation q(p)  30  p/3.The inverse demand function is described by the equation

A) q(p)  30  3p.
B) p(q)  90  3q.
C) q(p)  1/(30  p/3) .
D) p(q)  1/30  q/3.
E) p(q)  30  q/3.

Inverse Demand Function

A mathematical representation that expresses the price of a good as a function of the quantity demanded, highlighting how price can be influenced by changes in demand.

Demand Function

An equation that illustrates the quantity of an item that will be purchased at various prices, often factoring in influences like consumer income and tastes.

  • Implement the notion of the inverse demand function within economic assessments.
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Caroline CapaprisMay 02, 2024
Final Answer :
B
Explanation :
The inverse demand function is found by solving the demand function for p in terms of q. Given the original demand function q(p) = 30 - p/3, solving for p gives p(q) = 90 - 3q, which matches option B.