Suppose Jane buys nothing but wine and roses. Initially, in week 1 the price of wine is pw=10 and the price of roses is pr=20, and she purchases W=5 bottles of wine and R=2 roses. A week later the price of roses increases to Pr'=30. but the price of wine is unchanged. How much additional income would Jane need to be able to afford the same bundle she initially purchased? liE
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- Using Fisher's Intertemporal Choice model, consider the following scenario: Suppose Milo earns $1,750 in the first period and $2,500 in the second period. If he consumes $1,200 in the first period and $1,550 in the second period, what is the interest rate? Now if Milo’s consumption changes to $1,800 in the first period and $2,000 in the second period, what is the new interest rate?As a hypothetical case, suppose the typical individual has a utility function expressed as U = (C – 50)*(L – 10), where C is consumption and L is leisure time. The current wage, w,is $5 and she has a weekly return on assets of V0020= $100. She only has 60 hours per week to divide between work hours, h, and Leisure. A number of countries and communities are considering implementing a “Guaranteed Basic Income” as policy. A “Guaranteed Basic Income” is a government payment of a fixed a amount of money for each personSuppose the country of interest sets the weekly payment at $100. Using the Neo-classical labor supply with reference to specific numerical values discuss the consequences of the above “Guaranteed Basic Income”. Using the basic Supply and Demand for labor approach discuss the consequences of the “Guaranteed Basic Income” policy on the overall labor market. 3.Using a feedback approach, from the Neo-classical labor supply to market equilibrium and back to labor supply,…Suppose that there are only 10 individuals in the economy each with the following utility function over present and future consumption: U (c1, c2) = c1 +C2, where ci is consumption today, and c2 is consumption tomorrow. Consumption tomorrow is less valued because people are impatient and prefer consuming now rather than later. Buying 1 unit of consumption today costs $1 today and buying 1 unit of consumption tomorrow costs $1 tomorrow. All individuals have income of $10 dollars today and no income tomorrow (because they will be retired) but they can save at the market interest rater> 0. How much of his or her income will an individual consume today given that the interest rate is 0.3? O. Less than half of it O. Exactly half of it O. The individual is indifferent between consuming today and saving O. More than half of it O. All of it O. None of it How much of his or her income will an individual consume today given that the interest rate is 0.5? O. Less than half of it…