Question

In: Economics

A consumer purchases two goods, food (F) and clothing (C). Her utility function is given by...

A consumer purchases two goods, food (F) and clothing (C). Her utility function is given by U(F,C)=FC+F. The marginal utilities are MUF=C+1 and MUC=F. The price of food is PF, the price of clothing is PC, and the consumer’s income is W. Suppose W=10, Pf=4 and Pc decreases from 6 to 1.5. What is the income effect of clothing?

Group of answer choices

7/6

3/5

6/7

1

Solutions

Expert Solution

The calculated income effect is 0.5 and the nearest option is 3/5.This variation may be due to the consideration of decimals.


Related Solutions

A consumer purchases two goods, food (F) and clothing (C). Her utility function is given by...
A consumer purchases two goods, food (F) and clothing (C). Her utility function is given by U(F,C)=FC+F. The marginal utilities are MUF=C+1 and MUC=F. The price of food is PF, the price of clothing is PC, and the consumer’s income is W. Suppose W=10, Pf=4 and Pc decreases from 6 to 1.5. What is the income effect of clothing?
Andre buys two goods, food f and clothing c , with the utility function U (...
Andre buys two goods, food f and clothing c , with the utility function U ( f, c ) = f · c + f . His marginal utility of food is M U f = c + 1 and his marginal utility of clothing is M U c = f . He has an income of 20. The price of clothing is 4. a. Derive the equation representing Andre’s demand for food, and draw this demand curve for prices...
Carina buys two goods, food F and clothing C, with the utility function U = FC...
Carina buys two goods, food F and clothing C, with the utility function U = FC + F. Her marginal utility of food is MUF= C + 1 and her marginal utility of clothing is MUC= F. She has an income of 20. The price of clothing is 4. a) Her demand for food is represented by F = 20/PF , where PF is price for Food. True/False. b) Calculate the income effects on Carina’s consumption of food when the...
Samantha purchases food (F) and other goods (Y ) with the utility function U = FY....
Samantha purchases food (F) and other goods (Y ) with the utility function U = FY. Her income is 12. The price of a food is 2 and the price of other goods 1. a) How many units of food does she consume when she maximizes utility? b) The government has recently completed a study suggesting that, for a healthy diet, every consumer should consume at least F = 8 units of food. The government is considering giving a consumer...
A consumer allocates all of her income between two goods, food and clothing, with the quantity...
A consumer allocates all of her income between two goods, food and clothing, with the quantity of food consumed captured by the variable F while that of clothing by the variable C. The consumer has usual strictly convex preferences between the two goods. Assume that food is an inferior good and it is kept on the horizontal axis. Suppose that the consumer’s income remains unchanged but prices of both of these goods change. The price changes you need to examine...
A consumer allocates all of her income between two goods, food and clothing, with the quantity...
A consumer allocates all of her income between two goods, food and clothing, with the quantity of food consumed captured by the variable F while that of clothing by the variable C. The consumer has usual strictly convex preferences between the two goods. Assume that food is an inferior good and it is kept on the horizontal axis. Suppose that the consumer’s income remains unchanged but prices of both of these goods change. • Scenario A: Assume that both prices...
A consumer allocates all of her income between two goods, food and clothing, with the quantity...
A consumer allocates all of her income between two goods, food and clothing, with the quantity of food consumed captured by the variable F while that of clothing by the variable C. The consumer has usual strictly convex preferences between the two goods. Assume that food is an inferior good and it is kept on the horizontal axis. Suppose that the consumer’s income remains unchanged but prices of both of these goods change. scenario: assume that both prices go up...
There are two goods: food F and clothing C. MRS is the marginal rate of substitution,...
There are two goods: food F and clothing C. MRS is the marginal rate of substitution, and RPT is the rate of product transformation. a) in Fredonia in autarky, MRS=6F/C and in Sylvania in autarky MRS*=2F/C. Specify a trade which makes both countries better off. b) in Gargantua in autarky RPT=4F/C and in Lilliput in autarky RPT*=10F/C. Specify a reallocation of production across countries such that the output of both goods rise.
Suppose that Bridget and Erin spend their incomes on two goods, food (F) and clothing (c)....
Suppose that Bridget and Erin spend their incomes on two goods, food (F) and clothing (c). Bridget’s preferences are represented by the utility function U(F, C) = 10F C, while Erin’s preferences are represented by the utility function U(F, C) = 0.20F 2C 2 . 1. With food on the horizontal axis and clothing on the vertical axis, identify on a graph the set of points that give Bridget the same level of utility as the bundle (10,5). Do the...
Roli loves to read and has a large dog. She consumes only two goods—books (B) and bags of dog food (F). Her utility function is given by:
Roli loves to read and has a large dog. She consumes only two goods—books (B) and bags of dog food (F). Her utility function is given by:U = U(B, F) = 4B0.5F0.5If Roli’s income is equal to $750/week and the price of a book (Pb) is equal to $25 and the price of a bag of dog food (Pf ) is equal to $50, how many books and bags of dog food should Roli purchase to maximize her utility? Note:...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT