Please refer attached file for complete question. Graph is missing here.
1. In the following diagram, we show one of Jane's indifference curves and her budget line.
a. If the price of good X is $100, what is her income?
b. What is the equation for her budget line?
c. What is the slope of the budget line?
d. What is the price of good Y?
e. What is her marginal rate of substitution in equilibrium?
2. The Johnson Robot Company's marketing officials report to the company's CEO that the demand curve for the company's robots in 2004 is
P= 3,000 - 40Q
Where p is the price of a robot and Q is the number sold per month.
a. Derive the marginal revenue curve for the firm
b. At what prices is the demand for the firm's product price elastic?
c. If the firm wants to maximize its dollar sales volume, what price should it charge?
Please refer attached file for graph.
1 a.If the price of good X is $100, what is her income?
We find that budget line intersects axis for Good X at 40. It means that maximum amount of Good X (when Good Y=0) that can be bought with income is 40.
b.What is the equation for her budget line?
We are given two points (80,0) and (0,40) on budget line, so equation of line will ...
There are two questions. Solution to first problem describes the methodology to find out equation/slope of budget line, price and Marginal rate of substitution. Solution to second problem derives marginal revenue function and revenue maximizing price level. It also deremines the price range where demand is price elastic.
Indifference Curves, Utility Maximizing Conditions, and Demand Curves
1. Using Indifference Curve and Budget Line analysis, graphically demonstrate the equilibrium of a consumer who is maximizing utility. Briefly explain.
2. Using Indifference Curve and Budget Line analysis, graphically demonstrate how you can derive a demand curve. Briefly explain.
Note: In the above questions, assume a bundle of two goods X and Y. Put X on the horizontal axis and Y on the vertical axis. Explain, using powerpoint to illustrate.View Full Posting Details