The demand equation for a product is Q=10(100−p)1/2Q=10(100-p)^ 1/2Q=10(100−p)1/2
Calculate the consumers’ surplus under equilibrium which occurs at a market price of K84.
dQdp=10(100−p)12=−5(100−p)12=−5(100−84)12=−1.25\frac{dQ}{dp}=10(100-p)^{\frac{1}{2}}\\ =-\frac{5}{\left(100-p\right)^{\frac{1}{2}}}\\ =-\frac{5}{\left(100-84\right)^{\frac{1}{2}}}\\ =-1.25dpdQ=10(100−p)21=−(100−p)215=−(100−84)215=−1.25
The negative means it is not a surplus but a deficiency
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