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Assume that demand and supply are given be the following equations: Demand: P=100-2Qd Supply: P=10+3Qs Solve for equilibrium price (P*), quantity (Q*) We know at equilibrium price or at P*, Qd = Qs We need to find an expression for Qd and Qs, which can be done as follows: From the demand curve we have, P=100 - 2Qd Qd = (100 - P)/2 This is the Qd expression we will need. From the supply curve we have, P=10 + 3Qs Qs = (P - 10)/3 This is the Qs expression we will need. Equating Qd = Qs we get, (100 - P)/2 = (P - 10)/3 300 – 3P = 2P – 20 5P = 320 Therefore, P* = 64 Inserting P* into Qd we get, Qd = (100-64)/2 = 36/2 = 18 Inserting P* into Qs we get, Qs = (64-10)/3 = 54/3 = 18 Therefore, Q*=18