Answer - Graph B
As per the question the budget constraint move from BC1 to BC2.
The price of “x” is decreased. It indicates that with the given
level of income now the consumer can purchase more units of “x”.
Therefore, due to decrease in the price of “x”, the budget line
rotates outward. In the graph B, the movement from BC1 to BC2
indicates outward rotation of budget constraint. It happens due to
decrease in the price of “x” only. However, since the price of “y”
doesn’t change, the point on the Y axis remains constant.

Question 29 (3 points) In each case, the budget constraint moves from BC-1 to BC-2. BC...
Question #1: Budget Constraint [18 Points) Suppose that Tiffany has an income of $20 per week and she spends it on frozen pizza (P) and beer (B). The price of a bottle of beer (Pg) is $1 and the price of frozen pizza (P) is $5 per pizza. (a) Derive an equation for the budget constraint. [4 Points] (b) Draw the budget constraint with beer on the horizontal axis and pizza on the vertical axis. Clearly indicate the x and...
2. Identifying normal, inferior, and Giffen goods The green line BC, on the following graph represents your initial budget constraint for good X and good Y, and point A represents the optimal consumption choice, given this choice set. Suppose the price of good X dropped by 50%. The compensated budget is parallel to BC2, representing the same tradeoff between good X and good Y, and it is tangent to the given indifference curve (U) at point B. On the following...
(Figure: Good Y and Good XI) Given the change in the budget constraint, which of the following statements is TRUE? Units of good Y 10 U BC BC2 0 1 2 3 4 5 6 7 8 9 10 Units of good X O Good X is an inferior good. Good X and good Y are complements. The demand curve for good Y has shifted inward. The demand curve for good X has shifted outward.
Question 13 1 pts The following graphs shows eight different budget constraints (from A to H) for a consumer who consumes Fish and/or Chips. Which of the following illustrates how the budget constraint will change if the price of Fish were to decrease? Fish Fish D B c A 0 Chips Chips Fish Fish G H F 0 Chips Chips Cto D D to C Fto E E to F Question 20 1 pts Refer to the graph below where...
2) (18 points) For each of the following situations, draw the consumer's budget constraint and indicate the consumer's optimal bundle on the budget constraint. Make sure your graph is accurate and clearly labeled. a) U(X,Y)-X14Y34. The consumer has $24 to spend and the prices of the goods are Px S2 and Py S3. Note that the MUx-(1/4)X-3*Y34 and the MUy (3/4)X14Y-14. b) U(X,Y)-MIN(5X,Y). The consumer has S24 to spend and the prices of the goods are Px S3 and Py...
2) (18 points) For each of the following situations, draw the consumer's budget constraint and indicate the consumer's optimal bundle on the budget constraint. Make sure your graph is accurate and clearly labeled. a) U(X,Y)-X1"Y34. The consumer has S24 to spend and the prices of the goods are Px - S2 and Py S3. Note that the MUx-(1/4)X-3*Y34 and the MUy (3/4)X14Y-14. b) U(X,Y) MIN(5X,Y). The consumer has S2 4 to spend and the prices of the goods are Px...
a) Draw the budget constraint for a person with income of $1,000 if the price of Pepsi is $5 and the price of pizza is $10. b) Choose any combination of pizzas and from the table and write a proper budget equation with Pizza denoted as good x and Pepsi denoted as good Y? c) What is the slope of the budget constraint? d) If the person wants to spend equal amount of money on both pizza and Pepsi what...
Suppose that the budget constraint is given as: PX+ PyY M and the formulation of a utility function s given as: U(X, Y)-c2/2 + δΧαγβ with 0 < α, β < 1 and constants C, δ > 0 Answer for following questions and show all your calculation/ proof. (15 points) a. Derive the formula of income-consumption curve and draw its graph. (15 points) b. Derive the demand function of good X and Y respectively as functions of income and price...
Suppose that the budget constraint is given as: PxX + PYY = M and the formulation of a utility function is given as: U(X, Y) = ??2/2 + ?????????? with 0 < ??, ?? < 1 and constants C, δ > 0. Answer for following questions and show all your calculation/ proof. (15 points) a. Derive the formula of income-consumption curve and draw its graph. (15 points) b. Derive the demand function of good X and Y respectively as functions...
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Use the following to answer question 1: Figure: A Changing Budget Constraint for Strawberries and Shortcake Quantity of strawberries BL2 BL1 Quantity of shortcake 1. (Figure: A Changing Budget Constraint for Strawberries and Shortcake) Look at the figure A Changing Budget Constraint for Strawberries and Shortcake. Seb's original budget line is given by BL1 and his original indifference curve is given by 11-Which of the following would have caused his budget line to move to BL2? A)...