Is the answer to part (a) 2/3 or 1/2?
Is the answer to part (a) 2/3 or 1/2? 1. Alice enjoys consuming goods z and...
Videos & Activities to be integers: assume all variables (goods, prices) are infinitely divisible. Submit answers in PDF format 1. Alice enjoys consuming goods r and y. Where (x, y) is the consumption bundle and 0 < α < 1, Alice's utility is: (a) Originally, Alice has income m = 16, and faces prices pz-py-1, and consumes a bundle at which her utility (subject to her budget) is maximised. Then, Pv rises to 4. Alice is sadder with the new...
Instructions: Complete all questions. Show working for all parts. Answers do not have to be integers: assume all variables (goods, prices) are infinitely divisible. Submit answers in PDF format. 1. Alice enjoys consuming goods x and y. Where (x, y) is the consumption bundle and 0< a<1, Alice's utility is: (a) Originally, Alice has income m = 16, and faces prices pr-Py-1, and consumes a bundle at which her utility (subject to her budget) is maximised. Then, py rises to...
Suppose the consumer's utility from consuming goods X and Y is U = X0.4 y1 -0.4, and her budget constraint is 1X + 3y = 16. If she optimally chooses her bundle, how much of good X does she consume?
Consider the following utility function of 3 goods, x, y and z: U(x,y,z)=ax+by+cz; x,y,z≥0 and a, b, c are constants. The prices of good x and y is denoted by pX and pY respectively. The income is denoted by m. Good z is provided by the government free of cost but the quantity of good z provided by the government depends on the consumption of good x and y chosen by the consumer. For example, if in equilibrium, the consumer...
1. The following total utility schedule (Table 3) of Maria who is consuming goods X and Y when the price of X is $6 and the price of Y is $30. Maria's income is $144. 2 46 3 62 4 | 74 5 80 6 84 Table 3 Ox 1 TUX 28 MUX 28 Qy 1 TUY 150 MUX 150 2 270 3 360 4 420 7 480 450 470 b. Are these preferences consistent with the law of diminishing...
Anna's utility function is given by U (r.y) = (r + 3) (y + 2), where I and y are the two goods she consumes. The price of good r is p ,. The price of good y is Py. Her income is m. (a) Write her maximization problem and find her demand functions for the two goods. Is it always possible to have an interior solution? Justify your answer. (b) Are the two goods ordinary or giffen? Are the...
Happy Goluki likes tea (good 1) and cookies (good 2) Her preferences are represented by the utility function U(q1,q2) (q1)05(q2)0.5, where q1 is the number of cups of tea and q2 is the number of cookies Goluki is given I-$180 that she is allowed to spend as she wishes on tea and cookies. a) Calculate Goluki's optimal bundle if the price of tea is p1=$1 and the price of cookies s p2 $2. Call this bundle A and show it...
1. (24 total points) Suppose a consumer’s utility function is given by U(X,Y) = X1/2*Y1/2. Also, the consumer has $72 to spend, and the price of Good X, PX = $4. Let Good Y be a composite good whose price is PY = $1. So on the Y-axis, we are graphing the amount of money that the consumer has available to spend on all other goods for any given value of X. a) (2 points) How much X and Y...
2. [Theory] In this question, we'll calculate CV and EV for a simple fall in prices. WRITE YOUR FINAL ANSWERS IN THE TABLE BELOW. THE TA WILL NOT GIVE MARKS IF THE FINAL NUMERICAL ANSWER IS NOT ON THE TABLE Part Item Value (2 decimal places) C. d. e. cV Xev Yev lev EV nd Consider the following situation. There are two goods, X and Y. Good X costs p per unit, a good Y is our numeraire and costs...
Question 1: Louis the retired Canadian lives on a fixed budget and consumes only two goods: toques (T) and maple syrup (M). Suppose Louis monthly budget is 100 and the price of the two goods are (PT,PM) (4,2). (a) Make a properly labeled diagram illustrating Louis'budget constraint with T on the hori- zontal axis and M on the vertical axis. Indicate the area corresponding to the set of bundles (M, T) that Louis can afford. (b) What is the maximum...