The demand functions for two products are given below. p1, P2, 91, and q2 are the prices (in dollars) and quantities for products 1 and 2. 1700 – 4pi – 3p2 92 1000 – · 4p1 – 3p2 What is the quantity demanded for each when the price for product 1 is $50 per item and the price for product 2 is $10 per item? Demand for product 1: Demand for product 2: Are these two products complementary goods or substitute goods? | Select an answer
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- Assume that the demand curve is a straight line. If the price per unit of a good rises from $2.40 to 3.00, it is expected that monthly demand will fall from 250,000 units to 200,000 units. What is the point price elasticity of demand when the price is $2.40? What is the arc price elasticity of demand over these ranges of price and output? Is the demand for this good price sensitive?Suppose that the market demand for Turkey is given by: Q_(T)=2-8P_(T)+2P_(C)+0.0015I Where Q_(T) is annual quantity demanded of turkey in million pounds, P_(T) is the price of turkey per pound, P_(C) is price of chicken per pound, and I is the average household income in dollars per year. a. Find the annual quantity demanded of turkey if the price turkey is $2.00 per pound, price of chicken is $1.50 per pound and the annual household income is $30,000.Price 4 6 8 10 Market demand 40 35 30 25 New market demand - - - - (i) Plot the market demand at each pricelevel on a graph paper and label the demandcurve as DI(ii)Derive the market demand function for good x(iii) Suppose the price of acomplement good has fallen and caused a rise in the demand for good X by 25% at each price level, fill in the new quantity for market demand at each price level fill in the new quantity for market demand at each price level.(iv) Based on part (iii) plot the new demand curve on the same graph as in part (i) and label it as D2
- Suppose you are given the following supply and demand equations for your company's product, executive fountain pens: Qd = 12,000 - 2P + 3Py - 5Pn - 2Pk + 4M + 3A Qs = 8,000 + 4,000P - 7Pm - 3Pw where: Qd = quantity demanded of fountain pens Qs = quantity supplied of fountain pens P = price per unit of fountain pens Py = price per unit of pencils Pn = price per unit of notebooks Pk = price per bottle of ink M = consumer income A = number of units of advertising purchased by the company Pm = cost of purchasing materials (inputs) for fountain pens Pw = cost of hiring a worker (wage rate) a) given the signs of the coefficients in the demand equation, how does the demand for fountain pens react to each variable (i.e., substitutes, complements, normal good, inferior good)? b) given the signs of the coefficients in the supply equation, how does the supply for fountain pens react to each variable? c) suppose you are given the following data: Py = $10 Pn = $15 Pk = $8 M = $20,000 A =…In equilibrium, how many stoves would be sold and at what price? The demand for stoves is given by QD=450−20? and the market supply is given by QS = 20 + 100P. (i), calculate the price elasticity of demandfor stoves when price changes to $10ii. What would happen if suppliers set the price of stoves at $15? Explainthe market adjustment process. iii. Using the response in part (i), calculate the price elasticity of demandfor stoves when price changes to $10answer please the last 2 sub questions The estimated demand for Canadian Processed Pork is given byQD = 171 − 20p + 20pB + 3pC + 2Ywhere QD is the quantity of pork demanded (millions of kg), p is the dollarprice per kg, pB is the price of beef per kg, pC is the price of chicken perkg, and Y is average consumer income in thousands of dollars. The supplyfor this market is given byQS = 178 + 40p − 60pB(a) According to the equations, what is the effect of an increase of pCon the market for pork? Specifically, which curve will shift, in whatdirection does the curve shift, and how will the equilibrium priceand quantity change (increase/decrease). On a corresponding graphof the supply and demand, draw the shifting curve and change inequilibrium. Note that no specific numbers are required here. Justthe direction of change.(b) Use the equations to solve for the equilibrium price of pork and quantity of pork as functions of the exogenous variables pB, pC , and Y .These will be linear…
- ADVANCED ANALYSIS Assume that demand for a commodity is represented by the equation P=75−2Qd.P=75−2Qd.Supply is represented by the equation P=−15+4Qs,P=−15+4Qs,where Qd and Qs are quantity demanded and quantity supplied, respectively, and P is price.Instructions: Round your answer for price to 2 decimal places and enter your quantity as a whole number.a. Using the equilibrium condition Qs = Qd, determine equilibrium price. b. Now determine equilibrium quantity.Urgently need The coconut oil demand function (Buschena and Perloff, 1991) is Q = 1,200 - 9.5p + 16.2 pp + 0.2Y, where Q is the quantity of coconut oil demanded in thousands of metric tons per year, p is the price of coconut oil in cents per pound, Pp is the price of palm oil in cents per pound, and Y is the income of consumers. Assume that p is initially 45 ¢ per pound, Pp is 31 ¢ per pound, and Q is 1,275 thousand metric tons per year. Calculate the income elasticity of demand for coconut oil.These questions require application of economic theory relating to elasticity of demand andsupply. All calculations must be shown in full. Answer ALL the questions.Q.3.1 A store that sells maize meal discovers that when the price of 1kg maize meal IsR24 per kilogram, the quantity demanded is 306 kgs per week. When the pricedecreases to R21 per kg, then the sales increase to 340 kgs per week. Use thisinformation to answer questions Q.3.1.1 and Q.3.1.2 below.Q.3.1.1 Determine the price elasticity of maize meal using the Arc method. (5)Q.3.1.2 Discuss the relationship between the price elasticity of maize mealand the total revenue the store received from the sales. Advise thestore on an appropriate pricing strategy.(7)Q.3.2 The store selling maize meal makes a further discovery, when the price of ricechanges from R30 per kg to R26 per kg, then the quantity of rice demandeddecreases from 1360 kg per month to 1238 kg per month. Use this informationto answer Q.3.2.1 and Q.3.2.2 below.Q.3.2.1…
- ADVANCED ANALYSIS Assume that demand for a commodity is represented by the equation P=90−2Qd.P=90−2Qd.Supply is represented by the equation P=−5+3Qs,P=−5+3Qs,where Qd and Qs are quantity demanded and quantity supplied, respectively, and P is price.Instructions: Round your answer for price to 2 decimal places and enter your answer for quantity as a whole number. Using the equilibrium condition Qs = Qd, solve the equations to determine equilibrium price and equilibrium quantity. Equilibrium price = $ Equilibrium quantity = unitsADVANCED ANALYSIS Assume that demand for a commodity is represented by the equation P=80−2Qd.P=80−2Qd. Supply is represented by the equation P=−20+2Qs,P=−20+2Qs, where Qd and Qs are quantity demanded and quantity supplied, respectively, and P is price.Instructions: Round your answer for price to 2 decimal places and enter your answer for quantity as a whole number. Using the equilibrium condition Qs = Qd, solve the equations to determine equilibrium price and equilibrium quantity.Consider the following demand and supply relationships in the market forgolf balls: Qd = 90 - 2P - 2T and Qs = -9 + 5P - 2.5R, where T is the price oftitanium, a metal used to make golf clubs, and R is the price of rubber.a. If R = 2 and T = 10, calculate the equilibrium price and quantity of golfballs.b. At the equilibrium values, calculate the price elasticity of demand and theprice elasticity of supply.c. At the equilibrium values, calculate the cross-price elasticity of demand forgolf balls with respect to the price of titanium. What does the sign of this elasticity tell you about whether golf balls and titanium are substitutes orcomplements?