Find the consumer's surplus for a commodity whose demand function is $D ( q ) = 30 e ^ { - 0.03 q }$ dollars per unit if the market price is $p _ { 0 } = \$ 21$ per unit. (Hint: Find the quantity q₀ that corresponds to the given price p₀ = D(q₀).) A) $49.53 B) $49.81 C) $50.33 D) $53.41

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The Answer of Find the consumer's surplus for a commodity whose demand function is $D ( q ) = 30 e ^ { - 0.03 q }$ dollars per unit if the market price is $p _ { 0 } = \$ 21$ per unit. (Hint: Find the quantity q₀ that corresponds to the given price p₀ = D(q₀).) A) $49.53 B) $49.81 C) $50.33 D) $53.41

Find the Consumer's Surplus for a Commodity Whose Demand Function D(q)=30e−0.03qD ( q ) = 30 e ^ { - 0.03 q }D(q)=30e−0.03q

Find the Consumer's Surplus for a Commodity Whose Demand Function $D ( q ) = 30 e ^ { - 0.03 q }$