QD=8000-2P2 +0.4 I-2 PY +SP2 QD = Quantity demanded of good & PX = Price of...
Qp-8000-2Px+0.41-2Py+5Pz Where OD quantity demanded of good X Px price of good X Iconsumer income, in thousands Py price of good Y Pz price of good Z a. Based on the demand curve above, is X a normal or an inferior good? b. Based on the demand curve above, what is the relationahip between good X and good Y? c. Based on the demand ourve above, what is the relationship between good X and good Z7 d. What is the...
Qd=680-9Px-6I+4Py where Qd=quantity of good X demanded, Px=price of good X, I=Income, and Py=price of related good Y. From the demand function, it is apparent that good X is: I. a normal good II. an inferior good III. a substitute for good Y IV. a complement with good Y a. II only b. both I and III c. both I and IV d. both II and III e. both II and IV
The demand curve is given by: Qdx=500-1.5Px-0.2I-2Py+Pz Where Qdx= quantity demanded of good X Px= Price of good X I= income (in thosands) Py= Price of good Y Pz= Price of good Z A. Is good X a normal or inferior good? Why? B. What is the relationship between goods X & Y? Why? C. What is the relationship between goods X & Z? Why? D. What is the equation of this demand curve if income is $40,000, the price...
Suppose Qxd = 10,000 - 2 Px + 3 Py - 4.5M, where Px = $100, Py = $50, and M = $2,000. (Note that Qdx is the quantity demanded of Good X, Px is the price of Good X, Py is the price of another product called Good Y, and M stands for income available.) Use this information to answer the following three parts of question 6. a. For this demand equation, what is the P intercept? b. For...
Assume the demand function for good X can be written as Qd = 80 - 3Px + 4Py + 10I, where Px = the price of X, Py is the price of Y and I is consumer income. If the price of Y decreases by 2 dollars, what is the change in Px have to be in order to keep the quantity demanded of X unchanged by the change in the price of Y?
Assume a demand equation for good'x: where pown price of the good Q-quantity demanded Py price of a related good $3 Pz price of a different related good $200 Y = consumer income = $4,000/mo The quantity demanded as a function of the price can be written:
Assume the demand function for good X can be written as Qd = 80 - 3Px + 6Py + 10I, where Px = the price of X, Py is the price of Y and I is consumer income. If the price of Y decreases by 5 dollars, what is the change in Px have to be in order to keep the quantity demanded of X unchanged by the change in the price of Y? A) decrease by 2.5 dollars B)...
4. Given the demand function Q=98.6-2.3P+3.1P,-2.1Y where Q, is the quantity demanded, Px is the price of the good itself in dollars, P is the price of a related good in dollars, and Y is average income (measured in thousands). If P $23, Ps $29, Y = $36, compute the value for Q C 1 point Using the information in part a, compute the cross-price elasticity (Eo) and determine if Py is describing a substitute or complement (round to 2...
2. The annual market own-price demand function for good X is estimated as X=142-5PX-1 -3.5 Py where X quantity demanded of good X in units/year Px = price of good X in dollars/unit per capita income in dollarsyear Py price of good Y in dollars/unit a) Calculate the market (own-price) demand curve when I = 25 and Py =12 b) Using your results from part a), calculate the quantity of good X demanded in the market when PX-10 c) Calculate...
Consider the following individual (indirect) expenditure function: E(px, py, U) = 2(px py U)1/2. At price px = 20, py = 40 and U = 200, the quantity demand xc (on this individual compensated demand curve) is [xc]. Hint: Use the Shephard lemma to derive this individual compensated demand function.