please give me an answer as soon as possible for all the questions

The curves on the right represent the hypothetical this axis represents MC, AVC, AFC, ATC, P, AR,and MR, depending the curve Unit cost curves for a Al's brew pub (firm) producing ale. Using these curves do the following A. Name and label each curve (remember an $12/pint chiginal Demand for Al's Ale abbreviation is not a name) B. Now assume the firm (Al) can choose the price of Ale it will charge its customers determine the: use original demand and original marginal revenue for 1-9 1. Equilibrium quantity of ale the Al the brew pub owner will choose to produce =_ bigdaylive is hamed Average Variable Cost 2. MRaleto Al = 3. MCaleto Al =_ $6/pint new demand for ALS Ate 4. price of ale charged by Al =_ 5 . Total Revenue earned by the Al will =_ 6. Total Cost incurred by the Al will =_ new marginal revenue 7. therefore, the economic profit earned by Al will = 8. The socially optimal quantity of ale the 300,000 pints 600,000 pints Al should produce should =_ 9. Since the Al's equilibrium quantity of ale produced is less the the socially optimal quantity of ale to produce, there will be "dead weight loss" generate by Al, determine the size of the "dead weight loss" B. Since the Al is earning economic profits, it is expected that other individuals will enter the brew pub market I've drawn what Demand for Al's ale will eventually look like as more firm enter and take some of Al's customers Now determine for Al the following: (Use new demand and new marginal revenue) 1. the long-run equilibrium price Al will charge 2. the long-run equilibrium quantity of ale Al will produce_ 3. the socially optimal quantity of Ale Al should produce will = 4. the "dead weight loss" generated by Al will =_ C. now compare Al's equilibrium quantity with the quantity that would be produce if Al were a perfect competitor 1. In terms of the socially optimal quantity Al's equilibrium quantity will be 2. In terms of the production efficient quantity Al's equilibrium quantity will be