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3. Keiko spends all her money on airtime for her mobile phone and gasoline for her car. Her preferences correspond to the utility function U(G,W) = W+ 20/G, where G stands for gallons of gasoline and W stands for mobile (wireless) minutes used in a week. (Remember, for that utility function, the marginal utility of gasoline is 10/VG, and the marginal utility of mobile minutes is 1.) Keiko can spend S40 and mobile minutes cost $0.50 per minute. Suppose the price of gasoline rises from $I to S2.50 per gallon (a) What is the effect (uncompensated price change) on her purchases of gasoline and mobile minutes? (b) Break up this effect (uncompensated price change) into the substitution effect (compensated price change) and income effect. (c) How much compensation does the substitution effect involve? (d) Sketch the budget constraints, the relevant indifference curves, the optimal con- sumption bundles, and the decomposition of the income and substitution effects.

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Solution: Part-1) When price equals Pg-1, budget constraint is G+0.5W-40 Optinal consumption bundle satisfies MUc/MUw -Pe/Piw

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