STEP-BY-STEP ANSWER:
Step 1: Begin with the standard demand function, which relates the quantity demanded to the price, e.g., Q = f(P).
Step 2: Algebraically manipulate the equation to solve for P in terms of Q.
Step 3: Ensure that the derived function accurately reflects the relationship by checking for logical consistency (i.e., higher quantity demanded typically relates to lower prices).
Final Answer: The inverse demand function is obtained by expressing price as a function of quantity demanded, providing insights into how prices adjust to changes in demand.