The equilibrium price and equilibrium quantity can be obtained by equating the demand and supply equations. we get, .
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(2)The following equations describe the market for commodity X. Qip) -10 + 3P ..........................(1) Qip) -...
(2)The following equations describe the market for commodity X. ......(1) Q(p) = 10 + 3P ......... 2 Q(p) = 15 – 2P ......... .......(2) (a)Which of the two equations is the demand equation and which is the supply equation? Explain. (b)Find the equilibrium price and the equilibrium quantity transacted in this market. (c)Find the price elasticity of demand at equilibrium and comment on how the firm could use this information if it considers a price adjustment that seeks to maximize...
(2)The following equations describe the market for commodity X. Q(p) - 10 + 3P .........................(1) Q(p) = 15 - 2P (a)Which of the two equations is the demand equation and which is the supply equation? Explain. (b)Find the equilibrium price and the equilibrium quantity transacted in this market. (c)Find the price elasticity of demand at equilibrium and comment on how the firm could use this information if it considers a price adjustment that seeks to maximize its total revenue. (d)...
(2)The following equations describe the market for commodity X. Q(p) = 10 + 3P ……………………….(1) 2 Q(p) = 15 – 2P^2 ……………………….(2) (a)Which of the two equations is the demand equation and which is the supply equation? Explain. (b)Find the equilibrium price and the equilibrium quantity transacted in this market. (c)Find the price elasticity of demand at equilibrium and comment on how the firm could use this information if it considers a price adjustment that seeks to maximize its total...
show all works (2)The following equations describe the market for commodity X Q(p) = 10 + 3P ........................... (1) 2 Q(P) = 15 - 2P ............….………...(2) (a)Which of the two equations is the demand equation and which is the supply equation? Explain. (b) Find the equilibrium price and the equilibrium quantity transacted in this market. (c)Find the price elasticity of demand at equilibrium and comment on how the firm could use this information if it considers a price adjustment that...
Q(p) = 10 + 3p Q(p) = 15 - 2p^2 (2)The following equations describe the market for commodity X. Q(p) = 10 + 3P.. Q(p) = 15 - 2P .....(2) (a)Which of the two equations is the demand equation and which is the supply equation? Explain. (b) Find the equilibrium price and the equilibrium quantity transacted in this market. (C)Find the price elasticity of demand at equilibrium and comment on how the firm could use this information if it considers...
Only need question 3a,3b,3c,3d answers please. (2)The following equations describe the market for commodity X. Q(p) = 10 + 3P ........................ (1) Q(p) = 15-2P ........ (a)Which of the two equations is the demand equation and which is the supply equation? Explain. (b)Find the equilibrium price and the equilibrium quantity transacted in this market. (C)Find the price elasticity of demand at equilibrium and comment on how the firm could use this information if it considers a price adjustment that seeks...
(1)A firm in a perfectly competitive market sells all its product (Q) at a constant price (P) of $60. Suppose the total cost function (TC) for this firm is described by the following equation: 2 3 Q TC(Q) = 128 +690-140 (a)Form the profit function and determine the output that maximizes the firm's profit. Evaluate the second order condition to assure that profit is maximized at this level of output. (b)Derive the marginal revenue (MR) and the marginal cost(MC). Graph...
Problem1 1. There are 10,000 identical individuals in the market for commodity “X”, each with a demand function given by Qdx = 12 – 2Px , and 1000 identical producers of commodity “X”, each with a function given by Qsx = 20Px Problem5: •Suppose that from the condition of equilibrium in problem #1, there is an increase in consumers’ incomes so that the market demand curve becomes QD”x = 140,000 – 20,000Px , and at the same...
The market for meat is represented by the following demand and supply equations: Demand: Qp = 400 - 10 P Supply: Qs = -200 + 20 ⓇP 1. Draw the demand and supply in the same graph where price and quantity on the vertical and horizontal axis respectively 2. Calculate the equilibrium price and quantity 3. Calculate the Consumer and producer surplus at the equilibrium. 4. What would happened to the new equilibrium price and quantity if the price of...