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To understand John Rawls’s theory of justice, one first needs to grasp what he was reacting against. The dominant approach in pre-Rawls political philosophy was utilitarianism, which emphasized maximizing the fulfillment of people’s preferences. At first sight, utilitarianism seems plausible—what else should we do but try to achieve the most satisfaction possible liberty of a few might not be made right by the greater good shared by many.”
If we reject utilitarianism and its view about the aim of the good life, how can we know what justice requires? Rawls offers an ingenious answer. He asserts that even if people do not agree on the aim of the good life, they can accept a fair procedure for settling what the Rawls’s theory: Whatever arises from a fair procedure is just.
But what is a fair procedure? Rawls again has a clever approach, beginning with his famous veil of ignorance. Suppose five children have to divide a cake among themselves. One child cuts the cake but does not know who will get which shares. The child is likely to divide the cake into the child information that would bias the result, a fair outcome can be achieved.
Rawls generalizes the point of this example of the veil of ignorance. His thought experiment features a situation, which he calls the original position, in which people are self-interested but do not know their own station in life, abilities, tastes, or even gender. Under the limits of this ignorance, individuals motivated by not lose, because nobody loses. The result will be a just arrangement.
Rawls thinks that people, regardless of their plan of life, want certain “primary goods.” These include rights and liberties, powers and opportunities, and income and wealth. Without these primary goods, people cannot accomplish their goals, whatever they may be. Hence, any individual in the original position will agree that everyone should get lacks a primary good, it must be provided, at the expense of others if necessary.
What this question is testing
Your task
Find the choice that makes the argument's conclusion less likely to be true.
Common trap
Answers that look negative but attack a claim the argument never relied on.
Winning move
Find the assumption the argument depends on, then pick the choice that undermines it.
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