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 | | Intuitively, if the optimal indifference curve is tangent to the budget line at (x*,y*), then the indifference curve through (tx*, ty*) will be tangent to the budget line that has “t” times as much income as originally (and the same prices). |
 | | This is useful since indifference curves of higher utility are simply copies of those at lower utility levels, thus results obtained by focusing one (or a few) indifference curve will likely not differ greatly if a different indifference curve (or range of curves) was studied. |
 | | Positive income compensation makes sense because there was a price increase, after which utility would fall (at point C relative to A), so to maintain utility at original level, the consumer needs more income to compensate for the price increase. |
| www.davidson.edu /academic/economics/foley/eco202_f05/exam1_sol_f04.doc (2265 words) |
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