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    Exam 13: Integral Calculus
  5. Question
    Solve the Problem\(D(x)=72-x^{2}\) , Assuming Supply and Demand Are in Equilibrium At
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Solve the Problem D(x)=72−x2D(x)=72-x^{2}D(x)=72−x2 , Assuming Supply and Demand Are in Equilibrium At

Question 116

Question 116

Multiple Choice

Solve the problem.
-Find the consumer's surplus if the demand for an item is given by D(x) =72−x2D(x) =72-x^{2}D(x) =72−x2 , assuming supply and demand are in equilibrium at x=6x=6x=6 .


A) 216
B) 432
C) 72
D) 144

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