Annie has an income of $180 an hour. Popcorn costs $4 a bag, and costs $6 a six-pack of energy drink
Indifference Curve and Budget Line Annie has an income of $180 an hour. Popcorn costs $4...
14. Suppose Jack has an income of $12 to buy two goods: sandwiches and sodas. The price of a bottle of soda is $1, and the price of a sandwich is $2. Draw Jack’s budget line (BL1) given his income is $12. (Measure sodas on the X-axis and sandwiches on the Y-axis.) Assume Jack’s utility function is U(x,y)=xy (x is the consumption amount of sodas and y is the consumption amount of sandwiches). Jack’s marginal utility of consuming sodas and...
Question 9 1 pts Logan Roy is spending all his money income by buying mineral water and popcorn. At his current consumption level, the marginal utility of mineral water is 70 and the marginal utility of popcorn is 60. The price of a bottle of mineral water is $2.00 and the price of a box of popcorn is $1.50. The utility-maximizing rule suggests that Logan should: O Increase consumption of popcorn and increase consumption of mineral water Decrease consumption of...
Please answer the following question. Please show all your work/explanation. This question asks you to recall what you know about how we study the choices of individual consumers. We will focus on an American tourist consumer in Tehran who must decide how many Persian Rugs (R) and how many ounces of Saffron (S) to purchase. Assume our consumer has complete, transitive preferences over Rugs and Saffron and prefers more to less. Explain in words the meaning of these assumptions. Draw...
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...
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3. (8 points total) Suppose a firm has the following benefit and cost structure: B(Q) 140Q 302 C(Q) 0.50 a. Find the MB(Q) and MC(Q) functions. b. What value of Q maximizes the Net Benefit NB(Q) B(Q)-C(Q)? 4. (50 points total) Abby is a first grader who likes to drink milk and juice. Suppose her parents give her $12 a week in pocket money to spend...
2. Consider the following four consumers (C1,C2,C3,C4) with the following utility functions: Consumer Utility Function C1 u(x,y) = 2x+2y C2 u(x,y) = x^3/4y^1/4 C3 u(x,y) = min(x,y) C4 u(x,y) = min(4x,3y) On the appropriate graph, draw each consumer’s indifference curves through the following points: (2,2), (4,4), (6,6) and (8,8), AND label the utility level of each curve. Hint: Each grid should have 4 curves on it representing the same preferences but with different utility levels. 3. In the following parts,...
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Budgetary Policy and Economic Growth Errol D'Souza The share of capital expenditures in government expenditures has been slipping and the tax reforms have not yet improved the income...