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Suppose your total benefit from eating slices of pizza (value in dollars) is 12x-x2 where x...
Suppose the following table reflects the total satisfaction (utility) derived from eating slices of pizza. Calculate the marginal utility of each slice of pizza and answer two questions about marginal utility. a. What is the marginal utility of each slice of pizza? Instructions: Complete each of the cells below. Enter your responses as a whole number. If you are entering any negative numbers be sure to include a negative sign (-) in front of those numbers. Total Utility Marginal Utility...
Suppose the following table relects the total satisfaction derived from eating slices of para calculate the marginality of each sice of pizza and answer two questions about marginal unity a What is the marginality of each sice of peza? Instructions: Complete each of the seven yelow cells below. Enter your responses as a whole number indicate negative responses with a negative sign Total Marginal Utility Quantity Consumed No slices Ft 47 Second shoe The 122 135 137 120 70 Margatestes...
The table summarizes your total cost (52.50 per slice) and total benefit your willingness to pay) of purchasing slices of pizza. How many slices of pizza will you buy, given these costs and benefits? Slices of Pizza Total Cost Total Benefit SO $0 2.50 5.00 10 750 22 10.00 12.50
8. Suppose the following table reflects the total satisfaction derived from consumption of pizza slices and Pepsis. Assume that pizza costs $1 per slice and a large Pepsi costs $2. With $20 to spend, what consumption mix will maximize satisfaction? Quantity consumed 1 2 3 4 5 6 7 8 9 10 11 12 13 14 Total units of pleasure from pizza slices Total units of pleasure from Pepsis 47 92 132 166 196 224 251 271 288 303 313...
Quantity (slices of pizza) Total utility 12) The table above gives Matt's utility from consuming slices of pizza. As Matt consumes m m consuming slices of pizza. As Matt consumes more slices of pizza, he A) obtains greater amounts of marginal utility. B) has diminishing total utility. C) has diminishing marginal utility. D) obtains less total utility. 13) When total utility is at a maximum A) marginal utility is zero. B) marginal utility is equal to total utility. C) marginal...
Diagram 1: Suppose that an activity, x, generates benefits according to the benefit function B(x) - 26x - 0.01x?, and costs according to the cost function C(x) = 2x + 0.01x. Solve for the optimal level of x and draw a simple diagram showing the behavior of the Net Benefit function that corresponds to your solution. Include as much detail as possible, including axis labels, the level of x at which the Net Benefits are maximized and the level at...
Suppose a pizza parlor has the following production costs: $4.00 in labor per pizza, $3.00 in ingredients per pizza, $0.10 in electricity per pizza, $3,000 in restaurant rent per month, and $550 in insurance per month. Assume the pizza parlor produces 8,000 pizzas per month. What is the variable cost of production (per month)? The variable cost of production is $ 56,800. (Enter your response as an integer.) What is the fixed cost of production (per month)? The fixed cost...
c) Suppose that the demand and supply for pizza on a college campus is given by Demand: Qd 20,000 1,000P Supply: Qs 2,000P - 10,000 Where Qd is demand, Qs is supply and P is the price per pizza in dollars. Please put your numerical answers to each part of this question in the table below. Write your explanation in your exam book. I book. a) Solve for the equilibrium price and quantity, consumer and producer surplus, and DWL. Explain...
Speaking: Raed Saeed (Host) Pizza B1 QN 1. John has an income of 800 dollars per week, which he can split between consumption of pizza and coke (Figure 1). The price of pizza is currently $10, while coke costs $8. At these prices, he divides his income between the two goods such that his optimal consumption point is at point K (with 45 coke) shown on original budget line Bo. Suppose that the price of pizza decreases to $8, so...
Suppose the function u(x) = x0.5 , where x is consumption, represents your preference over gambles using an expected utility function. You have a probability 0.1 of getting consumption xB (bad state) and a probability 0.9 of getting xG (good state). An insurance company allows you to choose an insurance contract (b, p), where b is the insurance benefit the company pays you if the bad state occurs and p is the insurance premium you pay the company regardless of...