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An individual's altruism can be measured by the trade-off they are willing to make between their own payoff and another person's. At a specific point on Alex's indifference curve, which plots his payoff on the horizontal axis and another person's (Ben's) payoff on the vertical axis, the slope is -5. To maintain the same level of satisfaction, what is the minimum amount Ben must gain if Alex sacrifices $1 of his own payoff?
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An individual's altruism can be measured by the trade-off they are willing to make between their own payoff and another person's. At a specific point on Alex's indifference curve, which plots his payoff on the horizontal axis and another person's (Ben's) payoff on the vertical axis, the slope is -5. To maintain the same level of satisfaction, what is the minimum amount Ben must gain if Alex sacrifices $1 of his own payoff?
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An analyst observes that an individual's indifference curve, plotting their own payoff on the horizontal axis and another person's payoff on the vertical axis, is very steep. The analyst concludes: 'This steepness indicates a high degree of altruism, because it shows the individual requires a large increase in the other person's payoff to be compensated for a small sacrifice of their own.' Is the analyst's conclusion logically sound?
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