Question 4: A gold mine extract gold from rock using toxic substances. For each additional tonne of rock the marginal benefit of extraction are MB =12-q where q is the quantity of rock. The extraction process causes marginal environmental damage equal to MD = 2 q. a) Without regulation, how much rock would the gold mine extract? b) With strict liability laws, how much gold would the mine extract?
Question 5: Consider the same scenario as in question 4. A) How high is the Pigovian tax? B) How much rock would the mine extract under that tax?
Question 6: What is the efficiency gain from implementing a Pigovian tax?
Answer 4: Without regulation MD = 0
Equilibrium is where MB = MD
12-q = 0
q = 12 units.
b) With strict liability laws,
MD = 2q will be borne by the producer.
hence equilibrium will be where
12-q = 2q
3q = 12
q = 4 units.
Answer 5 Pigouvian tax is $ 2 per unit.
After tax marginal benefit will be 12-q-2q = 12-3q
SO mine will extract rock equal to a point where
12-3q = 0
q = 4 units
Question 4: A gold mine extract gold from rock using toxic substances. For each additional tonne...
A gold mine extract gold from rock using toxic substances. For each additional tonne of rock the marginal benefit of extraction are MB =12-q where q is the quantity of rock. The extraction process causes marginal environmental damage equal to MD = 2 q. a) Without regulation, how much rock would the gold mine extract? b) With strict liability laws, how much gold would the mine extract?
*7.91. Mining for Gold Gold can be extracted from the surrounding rock using a solution of sodium cyanide. While effective for isolating gold, toxic cyanide finds its way into watersheds, causing environmental damage and harming human health. 4 Au(s) + 8 NaCN(aq) + O2(g) + 2 H2O(l) → 4 NaAu(CN)2(aq) + 4 NaOH(aq) 2 NaAu(CN)2(aq) + Zn(s) → 2 Au(s) + Na [Zn(CN)4](ag) a. If a sample of rock contains 0.009% gold by mass, how much NaCN is needed to...