Assume that Liza spends her entire income on the purchase of two goods, X and Y. If her income and the prices of good X and Y all double, Liza will
(a) buy more of good X and less of good Y
(b) buy less of good X and more of good Y
(c) buy more of good X and more of good Y
(d) buy the same amount of good X and Y
d) buy the same amount of good X and Y.
Budget constraint remains the same when prices of both the goods and income change by same proportion.
Assume that Liza spends her entire income on the purchase of two goods, X and Y....
Assume that Clark spends his entire income on the purchase of two goods, X and Y. If his income and the prices of good X and Y all double, Clark will double the purchase of goods X and Y buy more of good X and less of good Y buy less of good X and more of good Y buy less of both goods X and Y buy the same amounts of goods X and Y According to the law...
A consumer spends all of her income (Y) on two goods Z and B. The price of good B (PB) is $6. The Marginal Rate of Transformation MRT is equal to minus2. That is 2 units of good B can be traded for 1 unit of good Z. This consumer is able to buy 15 units of good Z and 0 units of good B with his/her income. What is this consumer's level of income? The consumer's income is $...
(38pts) Suppose a consumer spends all of her income on only two goods, z and y. Her preferences over these two goods are represented by the utility function u(r,y) min(, 4y). The price of good y is given to be S8. Her income and price of z are represented by m and ps, respectively. (a) (10 pts) Find the demand for good z as a function of m and pa. (b) (5 pts) Is good z ordinary or Giffen good?...
18. Two goods, X & Y, all called complements if a) An increase in Px causes more Y to be bought. b) An increase in Px causes less Y to be bought. c) An increase in Py causes less Y to be bought. d) An increase in income causes more of both X & Y to be bought. 19. If good X is a normal good and its price rises, then quantity demanded a) May or may not fall. b)...
Maddie spends all of her income on yarn and kittens, two normal
goods. Suppose that the price of yarn decreases.
Maddie spends all of her income on yarn and kittens, two normal goods. Suppose that the price of yarn decreases. Which of the following is a correct explanation of the income effect of the change in the price of yarn? O The relative price of yarn has increased, so Maddie will substitute yarn for kittens. O Maddie's real income has...
Assume that there are only 2 goods, z and y (a) Amanda spends $200 on r and $300 on y when her income is $500. She spends $180 on r and $420 on y when her income is $600. For this income change, characterize the type of each good (necessity, luxury, or inferior). (2) (b) Bill spends $6 on x and $10 on y when his income is $16. He spends $8 on x and $16 on y when his...
(12 points) Tom spends all his $100 weekly income on two goods, X and Y. His utility function is given by U(X, Y)-XY. The MU,-Y and MU,-X. If P,-4 and PY-10. How much of each should he buy to maximize his utility? Now Tom's utility function is given by U(X, Y) = X2YE. The MU,--XT-YE and MUY- a. b. How much of each should he buy to maximize his utility? Note the relationship between your answers in a and b....
Clara consumes two goods x and y. Suppose her utility function is given as U(x,y)=min{3x,4y} The prices of the two goods are Px for good x and Py for good y. If her monthly income is $M, Derive her uncompensated demand function for good x Derive her uncompensated demand function for good y Derive the cross-price effects and show that the two goods are complementary goods.
Billie has $800 of income to spend on goods X and Y. The prices of goods X and Y are $200 and $10, respectively. Her utility function is U(X,Y) = X0.5Y0.5. How many units of good X does she purchase? How many units of good Y does she purchase?
-shaped preferences. Person A has an income of $M and spends all of her income on the only two goods in her world - good X with price px and good Y with pY which we will set equal to 1 (i.e. good y is the numeraire). Draw a well-labelled diagram showing an individual’s budget constraint. This includes intercepts and slope. Assume that Person A has Leontief preferences – that is, L-shaped indifference curves (such preferences are described by the...