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Helen's preferences over Clothing (C) and shoes (S) are given by: U(S, C) = 5S + 10C The price of a piece of clothing is $90 and the price of a pair of shoes is $30, and Helen can spend a combined total of $300 on these goods. Find Helen's optimal consumption basket. Show this result graphically, labelling as many points as you can.
What are some social, personality, and learning characteristics of autistic learners?
You and your neighbor meet at the University Inn. Your neighbor suggests that the trouble is too much government spending in the economy. Outline how this may be correct, in terms of fiscal policy. A Wall Street Journal writer enters the argument and..
Nick has a utility function U(x, y) = x2 y2 and faces the budget constraint pxx+pyy=Y. a,Suppose that Y =120, py =1 and px =4.
Based on the regression equation, the price of gold increased on average by approximately $___ per ounce for a $500 billion increase in the monetary base (round to the nearest dollar). regression equation $/oz gold=207+.05 monetary base
1.With the deficit so high why was the government spending money on QE?
Construct a 98% confidence interval for the mean reduction in total cholesterol in patients who take this combination of drugs.
During the most recent recession General Motors and Chrysler lost huge sums of money in their operation (not counting government bailout money they could not assume they would get). How could they continue to operate at a loss?
Which of the following equations correctly models the total cost y per shift as a function of x salad bags produced per shift?
Microsoft and a rival often have to select from competing technologies. The rival always prefers to select the same technology as Microsoft, while Microsoft
What is your preferred use of the two fiscal tools (Tax or Spending) to resolve gaps? In your opinion who should receive the benefit or bear the cost of your fiscal tool(s)? Be specific.
Consider the following data for two risk factors (1 and 2) and two securities (J and L):
For a normal good, the income and substitution effects
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