Philosophim
Gregory of the Beard of Ockham
With this, the classic trolley problem is solved.
1. A train is on a track to kill five people. You have the option to switch the track, but there is one person on the other track who will die instead. The capabilities or moral impetus of each individual is unkown.
There are no social ramifications or consequences for your actions. What do you do?
Answer: You throw the switch every time. If the existential value of each individual is unknown, the only reasonable conclusion is to assume all are equivalent. Thus saving five people vs one person is the objectively correct choice each time. — Philosophim
Philosophim
I missed the previous discussion, so apologies if I'm saying something out of context. — Gregory of the Beard of Ockham
For me it is solved, but more complicated. What is my intention in throwing the switch? It must be to save the five, not to kill the one. Killing the one must be a foreseen, but not intended, consequence. If I'm intending to kill the one, then it is murder. — Gregory of the Beard of Ockham
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