Quiddity
UndertheInfluenceofGiants
You are a doctor who specializes in transplants. You currently have in your hospital five patients who will die within a week unless they find donors, in which case they will live normal lives. Two patients need kidney transplants, two patients need lung transplants, and one patient needs a heart transplant. As you are contemplating this situation, a patient enters for his yearly physical. You examine him and find him to be in excellent health. You also note that he has two healthy kidneys, two healthy lungs, and a healthy heart, as well as the fact that his blood type and tissue type match that of your other patients perfectly. (Assume that you have a 100% transplant success rate and that you know to a medical certainty that there will be no complications such as organ rejection. Also assume that there is no chance of finding other donors.) Do you start chopping to save five lives at the expense of one? If not, how does this differ from the trolley hypothetical?
~Victor
~Victor