not use ai please 2. There are two commodities X1 and X2 on which a consumer spends his entire income in aday. He has a utility function, U = x112x212. Find out the optimal quantities of X1 and X2,if prices of X1 and X2 are Rs 5 and Rs 2 respectively and his daily income equals Rs 500.

Answered: Image /qna-images/answer/57b29b59-9619-43ae-9942-c7692e4cbd6b.jpg

Answered: 2. There are two commodities X1 and X2…

Economics (MindTap Course List)

13th Edition

ISBN:9781337617383

Author:Roger A. Arnold

Publisher:Roger A. Arnold

Chapter20: Consumer Choice: Maximizing Utility And Behavioral Economics

Section: Chapter Questions

Problem 3WNG

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2.5 Ms. Caffeine enjoys coffee (C) and tea (T) accord- ing to the function U(C,T) = 3C+4T. a. What does her utility function say about her MRS of coffee for tea? What do her indiffer- ence curves look like? b. If coffee and tea cost $3 each and Ms. Caffeine has $12 to spend on these products, how much coffee and tea should she buy to maximize her utility? c. Draw the graph of her indifference curve map and her budget constraint, and show that the utility-maximizing point occurs only on the T-axis where no coffee is bought. d. Would this person buy any coffee if she had more money to spend? e. How would her consumption change if the price of coffee fell to $2?
Consumer spends $450 per week on two goods, X and Y. PX= $5 and PY=$3. His utility function is U= 0.5Xy2. What quantities of X and Y does he buy each week in equilibrium?
Explain why it is that as the consumer purchases more of a good, her marginal utility falls while her total utility rises.
a)Assume that the typical consumer always spends a small share of her overall budget on Vietnamese meals and use the utility maximization conditions to find the demand for Vietnamese food of the typical consumer (keep in mind that since utility is quasi-linear, you can find demand without information about the consumer’s weekly budget). b) Sum across consumers to find the weekly market demand for Vietnamese meals in NYC.
PLEASE HELP ME ANSWER IT AS FAST AS YOU CAN Dalal consumes only two goods for lunch and dinner: risotto (R) and lamb machboos (M). Dalal’s utility function isgiven by U(R,M) = R + 4M. Suppose that a risotto dish costs 3 KD and that a dish of lamb machboos costs 6 KD.Dalal has 300 KD a month to spend on her lunch and dinner meals. d. What would Dalal’s optimal basket be given that her utility will equal the level found in part (c)? e. How much would the basket found in part (d) cost? f. How much cash does Jassem need to offer to fulfill his promise?Although both of Jassem’s offers will make Dalal just as happy, their costs will not be the same. g. What is the cheaper option for Jassem: offering a 60 KD risotto gift card or offering the amount of cash foundin part (f) part c solution, available utility is R+4M = 20+200 = 220 utils.
PLEASE HELP ME ANSWER IT AS FAST AS YOU CAN Dalal consumes only two goods for lunch and dinner: risotto (R) and lamb machboos (M). Dalal’s utility function isgiven by U(R,M) = R + 4M. Suppose that a risotto dish costs 3 KD and that a dish of lamb machboos costs 6 KD.Dalal has 300 KD a month to spend on her lunch and dinner meals. a. How many risotto and lamb machboos dishes will Dalal buy each month if she maximizes utility?Dalal’s brother, Jassem, wants to make her happier and is considering two options: giving her a 60 KD gift card that can only be spent on risotto from one of the Italian restaurants or giving her some cash money.If Jassem chooses to give Dalal the 60 KD risotto gift card:b. How many risotto meals can Dalal add to her optimal basket? c. What utility level will Dalal get given her income and the risotto gift card?Suppose that Jassem instead chooses the second option and promises Dalal to raise her income to the level thatensures making her as happy as the first…
Rick eats only french fries and burgers at his office cafeteria. His weekly lunch budget is $48. Each burger costs $6 and each order of fries costs $3. When deciding how much of each good to buy, Rick knows that 2 burgers and 4 orders of french fries will give him a utility of 8. At his utility-maximizing point, Rick's utility is:
Q1. You have Rs.10. The price of samosa is Rs.1 per unit. The price of a steak sandwich is Rs.3 The utility received from consuming samosa and steak is given below. a. How many samosas and steak sandwiches should be bought to maximize utility? Calculate utility maximizing quantities of samosas and steak sandwiches when income equals Rs.10 and the price of beer is Rs.1 and the price of steak sandwiches is Rs.3 using the utility b. maximizing rule No. of TU of samosa MU of No. of steaks TU of steaks MU of steaks samosas samosa 1 15 1 24 2 24 45 32 63 4 39 4 75 45 84 47 87
13. Shawn likes to consume pineapple smoothies and hotdogs. His preferences are represented by the utility function U(x,y) = 34x - x²/2 + y where x is his consumption of pineapple smoothies and y is his consumption of hotdogs. The price of pineapple smoothies is $2 and the price of hotdogs is $1. If the price of pineapple smoothies increases to $6, the change in Shawn's consumer surplus is: A) -144 B) -128 C) -120 D) -112 E) -90
A consumer has a utility function given by U = x0.25 y0.75 „He has an income of £100, the price of good x is £5 and the price of good y is £10. How much of the 2 goods x and y does the consumer buy?
How does a consumer’s optimal choice of goods change if all prices and the consumer’s income double?
i) Derive consumer's budget constraint ii) Derive the marginal utility X and marginal utility Y iii) Find out the consumer optimum combination of good X and Y at the market.

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2. There are two commodities X1 and X2 on which a consumer spends his entire income in a day. He has a utility function, U = x112x212. Find out the optimal quantities of X1 and X2, if prices of X1 and X2 are Rs 5 and Rs 2 respectively and his daily income equals Rs 500.