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A cost of living index is introduced in the previous exercise. Suppose the consumer’s direct utility function is u(x1, x2) = √x1 + x2.
(a) Let base prices be p0 = (1, 2), base income be y0 = 10, and suppose p1 = (2, 1). Compute the index I.
(b) Let base and final period prices be as in part (a), but now let base utility be u0. Show that the value of the index I will vary with the base utility.
(c) It can be shown that when consumer preferences are homothetic, I will be independent of the base utility for any prices p0 and p1. Can you show it?
Has dollar appreciated or depreciated against the yen. Illustrate what was the least amount in dollars that your box lunch cost.
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what he has learned to estimate the demand for ice cream in his father's parlor during his summer vacation. Using regression analysis.
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If you produce plastic spoons and one of the products (like petroleum) required to produce those spoons decreases in price, does the market demand for plastic spoons change? Does market demand for competitors with similar items but made from differen..
Specify the main economic (not political) drawback of an economic integrations among nations? Explain. What (what circumstances) makes adopting and implementing common macroeconomic policies (monetary, exchange rate) challenging in a Common Market ar..
specific examples of what would affect each, and a discussion of why it is more accurate to estimate both when trying to determine a country's economic success.
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