Question # 27: Marginal utility is the A) total satisfaction gained by consuming all units of a good. B) total satisfaction gained by consuming the last unit of the good. C) additional satisfaction gained by the consumption of one more unit of a good. D) additional consumption divided by the additional satisfaction gained by the additional consumption. Question # 28: Jay-R eats five slices of pizza on a Saturday night but admits each slice of pizza doesn'ttaste as good as the previous one. This suggests that for Jay-R the
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- Number of Sodas per day Total Utility Marginal Utilit 1 20 35 3 47 12 4 10 Refer to the table, The marginal utility of the second soda per day is L. (Answer should be in the form of numerical characters, e.g. 20) Enter your answer here2 3) For each utility function, determine the marginal utility with respect to x, marginal utility with respect to y, and the MRS. (3pts each) a) U(x, y)-3x+2y b) U(x, y) 10x¹/5 y c) U(x, y)=x+ y²Complete the table below: Output TotalCost(RM) Totalvariablecost(RM) Totalfixedcost(RM)Averagefixedcost(RM)Averagetotalcost(RM)Marginalcost (RM) 0 505 16010 20020 25036 33058 40072 48088 580106 700130 820150 980
- Define marginal utility. (50 words). (b) Suppose there are two Bohemian roommates with identical preferences who derive utility from the number of paintings hung on their hotel's walls (X) and the number of granola bars (Y) that they eat. The specific utility function underlying their preferences is given by: U₁ (X,Y)= X1¹³ Y₁23 (for i=1.2) mes Given that each roommate has $300 to spend and P=$100, Py = $ 0.20, explore the consequences of various expenditure allocations. In particular provide a detailed analysis of the possibility leading to free ridership Will that solution be efficient? If so or if not, why? Calculate the efficient allocation. What arrangement for cost sharing would be Pareto superior?While deriving consumer's equilibrium, what is given? (a) Income of the consumer (b) Price of the commodities (c) Both income and price (d) None of the above Qy|
- Consider an economy with two goods, consumption c and leisure 1, and a representative consumer. The consumer is endowed with 24 hours of time in a day. A consumer's daily leisure hours are equal to 1 = 24-h where h is the number of hours a day the consumer chooses to work. The price of consumption p is equal to 1 and the consumer's hourly wage is w. The consumer faces an ad valorem tax on their earnings of 7 percent. The con- sumer also receives some exogenous income Y that does not depend on how many hours she works (e.g. an inheritance). The consumer's preferences over consumption and hours of work can be represented by the utility function U(c, h) = c-3h¹+, where 3 > 0 and p > 0 are parameters. 1+pSOLVE STEP BY STEP DONT USE CHATGPT In a market, a supply and demand table is presented for a product. Assume that your relationship is linear Price in dollars (P) 300 350 400 450 Quantity (Q) Weekly Offered (O) 1000 2000 3000 4000 Quantity (Q) Weekly Respondent (D) 3000 2500 2000 1000 Find the linear supply and demand functions for this product Find the market equilibrium pointThe demand for q units of a product depends on the price p (in dollars) according to 512 P q= - 1, for p > 0. Find and explain the meaning of the instantaneous rate of change of demand with respect to price when the price is as follows. (a) $16 (b) $64 Interpret the instantaneous rate of change. O If price decreases by the absolute value of this amount, the demand will drop by 1 unit. O If price increases by $1, the demand will increase by the absolute value of this number of units. If price decreases by $1, the demand will drop by the absolute value of this number of units. If price increases by the absolute value of this amount, the demand will drop by 1 unit. If price increases by $1, the demand will drop by the absolute value of this number of units. Interpret the instantaneous rate of change. O If price decreases by the absolute value of this amount, the demand will drop by 1 unit. O If price increases by $1, the demand will increase by the absolute value of this number of units.…
- ECON1001 Case Study - Word 困 File Home Insert Design Layout References Mailings Review View ACROBAT Tell me what you want to do.. & Share Question 3 Douglas allocates his budget of $24 per week to 3 goods, cereal, books and clothing. Use the table below to answer the following question i. Total Utility of Cereal Total Utility of Вooks Total Utility of Clothing Quantity 1 50 75 25 2 90 135 45 3 120 175 60 140 205 70 155 225 78 books is $3 and the price a. If the price of cereal is $2, the price is $1, at what point does Douglas maximize his utility? Explain. clothing ii. Mr. Robinson makes $200 a week and spends his entire income on running shoes and basketball shorts. a. Write down the algebraic expression for his budget constraint if running shoes and basketball shorts cost $20 each. How many of each good will he buy? b. Write down the algebraic expression for Mr. Robison's budget constraint if the price of basketball shorts rises to $30 each. How many of each good will he buy? c.…Question 4 A consumer is maximising her utility function: U (x, y) = (205 + y05)², subject to the budget constraint 4x + 2y 108. (a) Set up the Lagrangian function of this utility maximisation problem and derive the first-order conditions. (b) What are the utility maximizing amounts of x and y? Also, calculate the Lagrange multiplier. (c) What are the utility maximising amounts of x and y if the budget constraint changes to x + 2y = 36? How would A change? Explain your reasoning. (Hint: You do not need to calculate A, rather comment on how it would change and why.)Graph the following dataQuantity marginal utility1 153 2 112 3 77 4 48 5 25 6 8 7 -3 8 -8