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a. Jack consumes two goods: food and leisure. He works for 8 hours per day and earns a wage of $8 dollars per hour. His rich uncles also give him around $20 per day. Illustrate Jack's choice of work and leisure using an indifference curve and a budget constraint.
Kassahun Melesse
b. If the hourly wage rate increases to $10, will Jack work for more hours? Answer the question by employing income and substitution effects and using a diagram.
c. If the government taxes 25% of Jack's wage income will Jack choose to work for more hours or less? Illustrate using a diagram.
Using the two economic indicators selected for your Housing Industry Overview Paper assignment, Compare and contrast at least two different eighteen month forecasts for each of the 2-economic indicators.
Using the following equation for the demand for a good or service, calculate the price elasticity of demand,cross price elasticity with good x, and income elasticityt. Q= 8 - 2p + 0.10I + Px, Where Q is quantity demanded, p is the price, I is inco..
If they both choose the Casual line, they will each make profits of $1000 per week. If Bells chooses Formal while Follies chooses Casual, then Bells will make $500 and Follies will make $1500 per week. If Bells chooses Casual while Follies choos..
Compared to last year, more television sets are being bought while the selling price has fallen. This could have caused by:
Does the small R-squared in part (i) imply that spending is correlated with other factors affecting math10? Explain. Would you expect the R-squared to be much higher if expenditures were randomly assigned to schools-that is, independent of other s..
Suppose it is known that 45% of the population are Coalition voters, 45% are ALP voters, and 10% vote for Greens.
Determine what should you do to maximize benefits with respect to values after you acquire a substitute product. Which values should you change more?
If a random variable X is distributed chi square with n degrees of freedom then the expected value of X is n. Show that this is true.
The presence of autocorrelation leads to all of the following undesirable consequences in the regression results except:
You are the manager of a monopolistically competitive firm, and your demand and cost functions are given by Q = 36 - 4P and C(Q) = 124 - 16Q + Q2. a. Find the inverse demand function for your firm's product. P = - Q b. Determine the profit-maxi..
What is the risk (standard deviation) that this investment manager has assumed in his calculation if it is known that returns are normally distributed with a mean of 5.6%?
Calculate the predicted probabilities and verify that all the ?tted values are between 0 and 1. What is the smallest value you observe? And the largest?
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