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4.1. Suppose you have two distinct bundles X and Y, and, for you, X is strictly better than Y. Explain briefly using a graph and words why the two indifference curves associated to two bundles X and Y I(X) and I(Y) cannot cross each other. 4.2. Explain using a graph and words why if the assumption of monotonic preferences (aka more-is- better) implies that indifference curves are not thick and they must be downward sloped. 4.3. Provide three examples of goods that are typically regarded as perfect substitutes. Explain briefly. 4.4. Provide three examples of goods that are typically regarded as perfect complements. Explain briefly.

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4.1) There are two distinct bundles X and Y, for a person X is strictly better than Y. As shown in figure 1. bundle X and Z o4.2 An indifference curve depicts the combinations of two goods that provide same level of utility. Indifference curve cantGood Y IC X X2 Good X Figure 3 Therefore, the movement from A to B explains the reason for indifference curve to be downward

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