please explain the steps to solve this thanks [Q: 9-6216645] Consider a perfectly competitive market in which the direct market demand curve is Q(P) = 120 –- 10P and the direct market supply curve is Q(P) = 10P.Suppose the government imposes a specific tax of t= 2 per unit.a. How do the equilibrium price and quantity change? (Round quantities to the nearest integer, round prices to the nearest penny, and use these rounded values in the subsequent steps.)The equilibrium quantity without the specific tax isand the price without the specific tax is $The equilibrium quantity with the specific tax is, the price with the specific tax that consumers pay is $and the price that sellers receive isb. What effect does this tax have on government revenue and social welfare?Government revenue (T) is $(round your answer to the nearest penny).The deadweight loss (DWL) is $ (round your answer to the nearest penny and enter it as a positive number).

Given Information Demand Curve = 120 - 10PSupply Curve = 10P Tax, r = 2 per unit

Suppose the government imposes a specific tax of t=2 per unit. a. How do the equilibrium price and quantity change? (Round quantities to the nearest integer, round prices to the nearest penny, and use these rounded values in the subsequer The equilibrium quantity without the specific tax is and the price without the specific tax is $ The equilibrium quantity with the specific tax is the price with the specific tax that consumers pay is $. and the price that sellers receive is b. What effect does this tax have on government revenue and social welfare? Government revenue (T) is S (round your answer to the nearest penny). The deadweight loss (DWL) is $ (round your answer to the nearest penny and enter it as a positive number).