Alternatively, Veronica and Betty both have secure food sources. Veronica’s is slightly more bland relative to her preferences than Betty’s. A simple analysis yields the same result: you give the rations to Veronica every day.
Of course, if you compare across the people’s entire lives, you would find yourself switching between the two, favoring Veronica slightly. And if Veronica would have no food without your charity, you might have her go hungry on rare occasions in order to improve Betty’s food for a day.
This talks about whether you should analyze the delta utility of an action versus the end total utility of people. It doesn’t talk about, when deciding what to do with a population, you should use average utility per person versus total utility of the population in your cost function. That second problem only crops up when deciding whether to add or remove people from a population—average utilitarianism in that sense recommends killing people who are happy with their lives but not as happy as average, while total utilitarianism would recommend increasing the population to the point of destitution and near-starvation as long as it could be done efficiently enough.
The point is that the “most people wouldn’t like this” test fails.
It’s just not true that always giving to one person and never giving to another person is a situation that most people would, as a rule, object to Most people would sometimes oibject, and sometimes not, depending on circumstances—they’d object when you’re giving toys such as balloons, but they won’t object when you’re giving necessities such as giving food to the hungry.
Pointing out an additional situation when most people would object (giving food when the food is not a necessity) doesn’t change this.
Alternatively, Veronica and Betty both have secure food sources. Veronica’s is slightly more bland relative to her preferences than Betty’s. A simple analysis yields the same result: you give the rations to Veronica every day.
Of course, if you compare across the people’s entire lives, you would find yourself switching between the two, favoring Veronica slightly. And if Veronica would have no food without your charity, you might have her go hungry on rare occasions in order to improve Betty’s food for a day.
This talks about whether you should analyze the delta utility of an action versus the end total utility of people. It doesn’t talk about, when deciding what to do with a population, you should use average utility per person versus total utility of the population in your cost function. That second problem only crops up when deciding whether to add or remove people from a population—average utilitarianism in that sense recommends killing people who are happy with their lives but not as happy as average, while total utilitarianism would recommend increasing the population to the point of destitution and near-starvation as long as it could be done efficiently enough.
The point is that the “most people wouldn’t like this” test fails.
It’s just not true that always giving to one person and never giving to another person is a situation that most people would, as a rule, object to Most people would sometimes oibject, and sometimes not, depending on circumstances—they’d object when you’re giving toys such as balloons, but they won’t object when you’re giving necessities such as giving food to the hungry.
Pointing out an additional situation when most people would object (giving food when the food is not a necessity) doesn’t change this.