b) If 2 goods, good X and good Y, draw an indifference curve such that good X is a normal good and good Y is an economic bad.
When X is normal and Y is "bad", an increase in consumption of Y has to be compensated by an increase in consumption of X, such that total utility is the same. The indifference curve will be upward rising as a result.

b) If 2 goods, good X and good Y, draw an indifference curve such that good...
Question One a) State the Axioms of rational choice and show how they affect indifference curves where possible. b) If 2 goods, good X and good Y, draw an indifference curve such that good X is a normal good and good Y is an economic bad. c) Given two goods, good K and good T. If the price of good K is K2 per unit and good is K3 per unit for purchases less than 5 and K1 for purchases...
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2. Draw the graph of an indifference curve map for the utility function U(X,Y)= XY. Put good X on X-axis and good Y on Y-axis. Draw at least 3 indifference curves and label the utility level for each indifference curve. Explain why or why not do the indifference curves cross each other on the map.
The graph shows Tom’s budget line and indifference curve for good x and y. The price of good x is $40 . If he uses all of his income on good Y , then 20 units of y will be consumed. If all income is spent on good x then 4 units will be consumed. What is the marginal rate of substitution of good y for x at the point where the indifference curve is tangent to the budget line?
1a. Consider two goods: x and y where y is a numeraire good. Suppose that x is a normal good. Graphically derive the demand curve for good x based on the indifference curve framework by working out the optimal consumption choices when the price of good x falls. 1b. Rework 1a but now good x is an inferior good (but not a Giffen good).
Assume X and Y are economic goods. Plot X on the x axis and Y on the y axis using graph paper. Assume income is $50 and the price of X is $2.50 and the price of Y is $5.00. Draw the original budget line and show a utility maximizing interior equilibrium using an indifference curve. a. Draw a new budget line if the price of X falls to $2.00. Show using indifference curves the substitution and income effects if...
(1 point) Suppose that you have two consumption choices: good X, and good Y. An indifference curve is the set of consumption choices with a CONSTANT utility. For example if consuming 10X and 6Y gives me the same utility as consuming 11X and 5Y, then these are both points on the same indifference curve. An indifference map is the set of all indifference curves with EVERY given utility. Consider the indifference map given by: U = XY, where U is...
2. Use a budget line and indifference curve to answer the following question. There are two goods X and Y. Label your diagram fully and explain. a. Show an initial equilibrium consumption choice of good X and good Y. b. The price of good X rises. Show the income effect, substitution effect, and the total effect which result from an increase in the price of good X. Assume that both X and Y are normal goods.
11. Suppose u(x,y) = x"t y®, for α Ε (0, 1) (a) Draw an indifference curve and calculate the slope of the indifference curve at u(x, y)- 0 (b) Find consumer demand function.
Draw a budget line /indifference curve diagram for two goods: water and electricity. Show the income and substitution effects of the increase in the price of electricity. Assume that electricity is a normal good. 3 4 8 5 6 7
Consider the following utility function of 2 goods, x and y: U(x,y)= - [(x-10)2 + (y-10)2]; x,y≥0 The prices of good x and y is 10 and 20 respectively. The income is denoted by m. a. Draw the indifference curves for the utility function and use arrows to explain in which direction utility increases or decreases. b. Find the consumption bundle that maximizes utility for the consumer. c. Find the Engel curve.