It is proven mathematically that indifference curves are convex due to: (a) rising marginal rates of substitution. (b) the inverse association between the quantity demanded and the price. (c) costs decreasing in value. (d) the marginal rates of substitution being negative.
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- The goal of the consumer is to maximize the total utility or satisfaction derived from their purchase choices, given the unique budget constraint. To calculate total utility of a given combination of T-shirts and movies, one would use the following approach: Group of answer choices For a given combination of T-shirts and movies, assign a number of utils to that combination. For a given combination of T-shirts and movies, survey a group of individuals to determine an average for utils to be assigned to the number of T-shirts and movies. Use utils as a measure of utility, assigning a specific number to T-shirts and movies, and then add those together. For a given combination of T-shirts and movies, use Google to identify the number of utils associated with the number of T-shirts and movies and then sum them.The marginal utility derived from the consumption of extra unit of commodity. True/FalseI have two utility equations U= x^2 + y^2 U = x + ay Please draw the IC curves for each of them. And also, find the cost function associated with them and detailed steps. P.s The cost function for U= x+ay is u.min((p(x),p(y)/a)), but do not know how to get i
- No written by hand solution and image There have been suggestions that the "work ethic" in the U.S. has declined. The claim is that, as a result, people are choosing to work fewer hours (at a given wage rate and level of unearned income) than did individuals in the past. This can be indicated by changes in individuals' indifference curves. Show such a change in indifference curves on graph with the consumption good on the Y-axis and leisure on the X-axis. How does the slope of the indifference curve change at a given level of leisure? (It may be useful to draw a simple budget constraint to indicate the change in hours of work.) Show such a change in indifference curves on graph with the consumption good on the Y-axis and leisure on the X-axis. How does the slope of the indifference curve change at a given level of leisure? (It may be useful to draw a simple budget constraint to indicate the change in hours of work.)True/False Marginal utility refers to the satisfaction or pleasure that occur due to the additional consumption of one more unitIt is proven mathematically that indifference curves are convex due to:(a) rising marginal rates of substitution.(b) the inverse association between the quantity demanded and the price.(c) costs decreasing in value.(d) the marginal rates of substitution being negative.
- Q1 (b) – each graph needs to be approximately half page in size. All the axis need to be labeled. The TU values need to be scaled as follows: 10, 20, 30, 40, 50, 60 – with 2 cm gaps. The MU values need to be scaled as follows: -5, 0, 5, 10, 15 – with 2 cm gaps. b) Using the values from the above table, “Plot” (on separate graphs) i) Total Utility ii) Marginal Utility graphsFrank is purchasing products C and D in utility-maximizing amounts. If the price of C is $6 and the price of D is $3, then the marginal utility of D is twice that of C. the marginal utility of D is the same as that of C. the marginal utility of C is twice that of D. the relationship between the marginal utility of C and D cannot be determined.It is common for supermarkets to carry both generic (store-label) and brand-name (producer-label) varieties of sugar and other products. Many consumers view these products as perfect substitutes, meaning that consumers are always willing to substitute a constant proportion of the store brand for the producer brand. Consider a consumer who is always willing to substitute four pounds of a generic store-brand sugar for two pounds of a brand-name sugar. Do these preferences exhibit a diminishing marginal rate of substitution between store-brand and producer-brand sugar? (Click to select) Yes No Assume that this consumer has $24 of income to spend on sugar, and the price of store-brand sugar is $1 per pound and the price of producer-brand sugar is $3 per pound. How much of each type of sugar will be purchased?Producer-brand sugar: poundsStore-brand sugar: poundsIf prices change such that the price of store-brand sugar was $2 per pound and the price of producer-brand sugar was $3 per…
