The demand functions for two goods depend on the prices of Good 1 and Good 2, but each supply curve depends on only its own price: The equilibrium prices are p₁ = P₁ and P2¹ Q₁ = 60-12p₁ +4P2 = 24-8p2 +4P1 and p2 = $ Q₁ = 8+8p1 Q₂ = 4 + 8p₂. (Enter numeric responses using real numbers rounded to two decimal places.)
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- For each of the determinants of demand in Equation 2.1, identify an example illustrating the effect on the demand for hybrid gasoline-electric vehicles such as the Toyota Prius. Then do the same for each of the determinants of supply in Equation 2.2. In each instance, would equilibrium market price increase or decrease? Consider substitutes such as plug-in hybrids, the Nissan Leaf and Chevy Volt, and complements such as gasoline and lithium ion laptop computer batteries.A certain manufacturer has determined that the weekly demand and supply functions for their product are given by the equations: supply: p=-2x² +80 demand: p = 15x+30 where z represents the quantity demanded in units of a thousand and p is the unit price in dollars. Find the market equilibrium (equilibrium price and equilibrium quantity).Q3. Let D(x) and S(x) represent, respectively, the Demand and Supply functions, for a certain commodity, where y is the unit price and x is the number of items for that unit price. For the given Demand and Supply functions. Demand: D(x) = y = -2x +100 Supply: S(x) = y = x² + 4x – 60 a) Find the equilibrium quantity (if it exists) [Spts] b) Find the equilibrium price. [5pts] c) For which values of x, market has shortage. [5pts] d) For which values of x, market has surplus. [5pts] e) Draw the graphs of demand and supply functions on the same coordinate systems. [5pts]
- Due to a recession that lowered incomes, the 2008 market prices for last-minute rentals of U.S. beachfront properties were lower than usual. Suppose that the inverse demand function for renting a beachfront property in Ocean City, New Jersey, during the first week of August is Derive the equilibrium price, p, and the quantity, Q", in terms of Y. The equilibrium quantity, Q', ist p=1000-Q+= Y where Y is the median annual income of the people involved in this market, Q is quantity, and p is the rental price. The inverse supply function is Q Y 50 p= Q² = 10I intend to sell food coupons from my restaurant to two groups of customers, namely, general consumers and students, whose demand curves are given by Qg and Q, respectively, Qg=500 -5P Q₁ = 200 - 4P; where Q stands for quantity demanded and P is price. (a) Can you graph the two demand curves with P on the vertical axis and Q on the horizontal axis? If I price the coupons at $35, can you identify the quantity demanded by each group? (b) Also, find the price elasticity of demand for each group at the current price and quantity. (c) Am I maximizing my revenue by charging $35 for each coupon? Explain. (d) What price should I charge from each group if I want to maximize the revenue collected from coupon sales? (e) Normally, sellers try to maximize profits instead of revenue. In this case, explain if maximizing revenue is equivalent to maximizing profitsQuestion 1 Suppose Ms. Zeenia demands 150 units of ice cream at price 50, if the price tends to increase to 60 she reduced her demand by 30 units while a further increase in the price by 10 rupees led to the reduction in the quantity demanded to 90 units ceteris paribus. Given the information above drive the demand function. Now suppose the price of milk has increased, illustrates graphically if there would be any change in the demand function elucidated in part a. Also, explain why or why not? Question 2 Keeping the present rate of inflation (increase in the general price level) in mind, consumers living in Karachi are anticipating that the price of tomatoes will go up just like it did last year in November. In your opinion explain if there would be any impact on…
- Suppose products A and B have demand and supply equations that are related to each other If q, and qe are the quantities produced and sold of A and B. respectively, and pa and pg are their respective prices, the table below shows the demand equationsn and the supply equations. Eliminate q, and qy to get the equilibrium prices. demand equations qA =3-PA * Po e - 26 + PA "PB supply equations 4A= -5+ 4pA - 3pPg 48 = -7-3p, + 4pe The prices are Pa S and PeS (Round to the nearest cent as needed)Name a normal good, an inferior good, a set of substitute goods, a set of complements that are used in your household daily. For the normal good, make a (Hypothetical) linear demand schedule with 7 different price points and corresponding quantity demanded by your own household. For the same normal good, make another (Hypothetical) linear demand schedule with 7 different price points and corresponding quantity demanded by your neighbor. Assuming that you and your neighbor are the only two households in the market, make a market demand schedule for the same normal good. Draw and interpret a graph to show the market demand and impact of changes in quantity demanded if the price of the same normal good decreases. For the inferior good, draw and interpret a graph showing the demand curve and a shift in the curve if your income increases. For anyone good from the set of substitutes, draw and interpret a graph showing the demand curve and a shift in the curve if the price of the substitute…In the following question you are asked to determine, other things equal, the effects of a given change in a determinant of demand or supply for product X upon (1) the demand (D) for, or supply (S) of, X; (2) the equilibrium price (P) of X; and (3) the equilibrium quantity (Q) of X A decrease in the price of a product that is a complement to X will increase D, increase P, increase Q increase D, decrease P, increase Q increase D, increase P, decrease Q decrease D, decrease P, increase Q shift D left with no change in P and Q
- The demand side of the market for Sprite is comprised of 2 people. These people are William and Owen. P represents the price of 1 gallon of Sprite, and Qd represents the quantity demanded of Sprite in gallons. William's demand for Sprite is modeled by the equation QdW = 10 - 2P Owen's inverse demand for Sprite is modeled by the equation P = 10 - 2QdO (Part I) With this information, draw the market demand graph. Please label the graph for slope values, intercepts, kinks, etc. (Part II) The market supply is modeled by P = Qs. Let's say that the government places a subsidy of $8 (s = 8). As a result, what is the market equilibrium with this intervention of the government (Q**, PD**, and PS**)? (Part III) Please draw the market demand and market supply on a new graph and indicate/label the market equilibrium with the government intervention through a subsidy. Label the graph for slopes, subsidy, equilibrium points, etc.Suppose that the demand curves for goods A, B, and C have the following functional forms:, where Q denotes quantity demanded and P denotes price: QA = 120 - 3.5 PA + 6PB QB = 100 - 2PB + 3PC QC = 1500 - 0.5PC - 2PA. Based on these demand curves, which of the following pairs of goods are known to be substitutes? Based on these demand curves, which of the following pairs of goods are known to be Complements?The demand and supply of two goods are given below. Good 1 demand: Q₁ = 100-2P₁ +2P₂ Good 1 supply Q₁ = 2P₁ Good 2 demand: Q₂ 200-4P₂+2P₁ Good 2 supply: Q₂ = 20 +2P₂ Based on the two demand equations, we can say that the goods are These two markets are in equilibrium when P,=$and P, =$(Enter your responses rounded to two decimal places) If the demand for good 1 decreases by 20, both prices will change even though only the demand for good 1 initially changes. The new general equilibrium prices will be P₁ $(Enter your responses rounded to two decimal places) =$and P₂=