Turning the trolley: one death rather than five
The trolley problem
The driver may, and even must, turn the tram onto the track where it will kill only one person.
When every option causes harm, choose the one that causes least: five deaths are a greater harm than one.
"Turning the trolley: one death rather than five" is an argument by Philippa Foot (Foot, "The Problem of Abortion and the Doctrine of the Double Effect" (1967); Thomson (1976, 1985), 1967) on the question "What makes something right?" (answer: consequences). Its claim: The driver may, and even must, turn the tram onto the track where it will kill only one person. According to AskPhilosophy's logic check (Z3 solver), the argument is valid only if one grants a premise the author leaves unstated (P3). AskPhilosophy presents 3 objections, 3 of them with a documented reply, and the original text behind each premise, checked word for word.
A runaway tram is hurtling down a slope. On the track, five workmen will not be able to get out of the way. The driver can still throw the switch and take another track, where a single workman is working. Philippa Foot invented this story in 1967 to test our moral rules, and almost everyone gives the same answer: turn. But why? The simplest answer is the one from consequences: when every option causes deaths, you must choose the one that causes fewest, and five lives count for more than one. The case looks easy; it is by comparing it with others (the judge, the surgeon, the fat man on the footbridge) that it becomes one of the most famous puzzles in philosophy. Note: Foot herself does not defend the idea that we must always count lives. For her, the driver must turn because he is going to kill someone anyway, and must then do as little harm as possible.
click a premise to reject it
Without the implicit premise: Without P3, the computer finds a world where the driver follows the lesser-harm rule, but where the death of five is not a greater harm than the death of one. Then nothing requires turning. That is John Taurek's position: for him, each person loses just as much, and we should flip a coin.
Objections
3Each objection is a conversation: click to see who replies and where the debate stands.
Judith Jarvis Thomson (the fat man) 1985 · attacks premise 2You are on a footbridge over the track. The trolley is heading for five workmen. Next to you a very fat man is leaning over the railing: if you push him, his body will stop the trolley. One death instead of five, exactly as at the switch. If the lesser-harm rule held everywhere, you would have to push him. Yet everyone Thomson put the case to says it is forbidden. The same goes for the surgeon who would cut up a healthy patient to give his organs to five sick people. So we need to explain why the number decides at the switch and not elsewhere.
Foot replies
You are on a footbridge over the track. The trolley is heading for five workmen. Next to you a very fat man is leaning over the railing: if you push him, his body will stop the trolley. One death instead of five, exactly as at the switch. If the lesser-harm rule held everywhere, you would have to push him. Yet everyone Thomson put the case to says it is forbidden. The same goes for the surgeon who would cut up a healthy patient to give his organs to five sick people. So we need to explain why the number decides at the switch and not elsewhere.
See the rest of the debate (5)
JJohn Taurek 1977 · attacks premise 3Deaths do not add up. If five people die, each loses his life, but nobody suffers a loss five times greater than the lone man would. So there is no reason to prefer the five to the one. To give everyone the same chance, Taurek proposes flipping a coin, and he would do so even if it were fifty people against one.
Foot replies
Deaths do not add up. If five people die, each loses his life, but nobody suffers a loss five times greater than the lone man would. So there is no reason to prefer the five to the one. To give everyone the same chance, Taurek proposes flipping a coin, and he would do so even if it were fifty people against one.
CCritique of laboratory dilemmas 1967 · attacks premise 1In real life one is never sure of anything: the lone workman might get out of the way, the trolley might derail, the fat man might not be enough. Foot admits it herself: the certainties philosophers postulate hardly ever exist. P1 ("there is no third option") is true only in a made-up story. So our answers to the dilemma might depend on what we imagine beyond the story, not on moral principles.
Foot replies
In real life one is never sure of anything: the lone workman might get out of the way, the trolley might derail, the fat man might not be enough. Foot admits it herself: the certainties philosophers postulate hardly ever exist. P1 ("there is no third option") is true only in a made-up story. So our answers to the dilemma might depend on what we imagine beyond the story, not on moral principles.