I just need to know how to find these values.

1. The graph below depicts a rent-controlled market for apartments in a city, with the quantity of apartments (Q) on the x-axis and monthly rent per unit (P) on the y-axis. The local government imposes a price ceiling (maximum price control) of $2500 on the monthly rent. For this question, assume that both demand and supply are linear functions (straight lines). (a) Given this rent control policy, find the following, in the regulated market equilibrium: i. Consumer Surplus =1,500,000 (1 point) ii. Producer Surplus =500,000 (1 point) iii. Dead-weight Loss =250,000 (1 point)