Kari and Hector both are interested in buying pizza slices for lunch. Kari's inverse demand for pizza slices is given by P = 250 – (4)Q, where Pis the price of a pizza slice (in cents) and Q is the number of slices. Hector's inverse demand is given by P = 150 – ()Q. Suppose that Kari and Hector are the only two consumers in the market for pizza slices. Assuming that both Kari and Hector are consuming some pizza each, which of the following functions describes the relevant portion of the market demand curve? Choose one: A. Q = 400 - (4 + 10)P B. P = 400 +(- 4+10 C. P = 400Q (4+10) O D. Q = 2, 500 – (4 + 10)P
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- From the information given in the preceding question (in which Ming views X and Y as perfect complements), we know that O when the price of Y increases, Ming's demand curve for X shifts in. O when the price of Y increases, Ming's demand curve for X shifts out. when the price of X increases, Ming's demand curve for X shifts out. O Ming's demand curve for X is a horizontal line. O Ming's demand curve for X is a vertical line.uppose two individuals (Cindy and Elicia) each have 12 hours of labor to devote to producing either roti (X) or fry rice (Y). Cindy’s demand for X and Y is given by: XC = 6/PX and YC = 6/PY, whereas Elicia’s demands are given by, XE = 8/PX andYE = 4/PY. The individuals do not care whether they produce X or Y and the production function for each good is given by X = 3L; Y = 4L where L is the total labor devoted to production of each good. The equation for the frontier is given by X/3 + Y/4 = 24. Which is the price ratio, Px/Py?Be fast Suppose there are three (3) consumers in a market for bottles of perfume; Mutumbu, Jasanu and Julius The individual demand for perfumes for each of these consumers is given as 10 bottles for Mutumbu, 15 bottles for Jasanu and 25 bottles for Julius at $60 per bottle for perfume. Thus, the market demand for perfumes if the market price is $60 is: (a)40 bottles (b)60 bottles (c)80 bottles (d) None of the above
- Suppose that Paolo and Sharon are the only consumers of ice cream cones in a particular market. The following table shows their monthly demand schedules: Price Paolo’s Quantity Demanded Sharon’s Quantity Demanded (Dollars per cone) (Cones) (Cones) 1 8 16 2 5 12 3 3 8 4 1 6 5 0 4 On the following graph, plot Paolo’s demand for ice cream cones using the green points (triangle symbol). Next, plot Sharon’s demand for ice cream cones using the purple points (diamond symbol). Finally, plot the market demand for ice cream cones using the blue points (circle symbol). Note: Line segments will automatically connect the points. Remember to plot from left to right.Suppose there are two firms selling protein bars. Firm 1 sells 'AggieBars' with 10 grams of protein and firm 2 sells 'DavisBars' with 20 grams of protein. Consumers are distributed uniformly over their preferences for grams of protein between 10 and 20. Suppose firm 1 sells AggieBars for $2 and firm 2 sells DavisBars for $3. The 'cost to consumers of deviating from their optimal amount of protein is $0.20 per gram. a. What protein content does the marginal consumer (the consumer who is indifferent between AggieBars and DavisBars) prefer? The equation for finding the marginal consumer (when the range of product attribute values is 10) is V - p1 - tx m = V – p2 – t(10 – x m) 4 b. How would the proportion of consumers buying each product change if the cost to deviation from one's optimal amount of protein increased (was greater than $0.20 per gram)?Susan and Katy share an apartment, which they have decided to decorate for the holidays. The figure below shows Susan’s and Katy’s individual demand for strands of lights, measured metres. If Susan and Katy were to individually decide how many metres of lights to purchase, how much would be purchased if the price of lights were $16 per metre. SOLUTION IS NOT 20 METRES 5 metres 10 metres 15 metres 20 metres None of these.
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- Suppose that Abel and Eden spend their incomes on two goods, food (F) and clothing (C).Abel’s preferences are represented by the utility function U(F,C)=10FC, while Eden’spreferences are represented by the utility function U(F,C)= 0.20F2C2A) With food on the horizontal axis and clothing on the vertical axis, identify on a graph theset of points that give Abel the same level of utility as the bundle (10, 5). Do the same forEden on a separate graph.B) On the same two graphs, identify the set of bundles that give Abel and Eden the samelevel of utility as the bundle (15, 8).C) Do you think Abel and Eden have the same preferences or different preferences? ExplainAyana is pitching an idea for a startup company that makes and sells solar-powered phonechargers (C). Her market research has found that consumer demand for this product can beexpressed as a function of the price of the charger itself (PC), the price of phones (PF), andthe consmer’s income (I). Consumer demand can be described by the function C(PC, PF, I) =(i−10PC)/ (PF) Suppose her chargers come in all different capacities to meet any quantity demanded, so youdon’t need to worry about restricting C to whole numbers for this problem. (a) Does this product satisfy the law of demand?Explain. (b) Calculate consumers’ income elasticity as a function of the parameters. (c) Anaya is targeting a market whose income is expected to double over the next five years.Explain whether she should expect the demand for chargers to increase or decrease, andby how much, using the language of normal, inferior, luxury, and necessity goods. (d) Calculate the cross-price elasticity ofCwith respect toPF. (e)…Hiro, Francesca, and Luis are the only three buyers of gold in a small mining town. Their inverse demand functions for gold are as follows: Hiro: p = 20 - Qu Francesca: p = 10- Luis: p= 5-0 QQF. and Q are the quantities (in ounces) demanded by Hiro, Francesca, and Luis, respectively. L 9th attempt Because Hiro, Francesca, and Luis always go shopping for gold together, the seller must sell at the same price all of them. Suppose the seller is selling 13.00 ounces of gold. Then the marginal revenue equals $13.5 Give your answer to two decimals.