Why would you add the lost life expectancy to the length of the trip? That doesn’t make any mathematical sense to me.<p>Edit (this might be wrong, see Edit 2 below -- I'm leaving this as is because otherwise, some of the responses don't make sense):<p>I noticed that the calculation is wrong even within the article's own logic. Supposedly, this calculates "the expected length of the trip (including dead time) at different speeds", and does so by adding the expected loss of lifetime to the total trip length.<p>However, you're surely not always going to die exactly at the end of the trip. In fact, you can be expected to die at the half-way point on average, meaning this "total time" in case of death is only <i>half</i> the trip length plus the loss of life expectancy. If you plug this into the equation, the speed that minimizes the travel time dramatically shifts to around 100 mph.<p>And more absurdly, near the end of your life, when your mathematical life expectancy might be measured in hours, it's "faster" according to this logic to just kill yourself and get it over with than to undertake any long trips at all. I wouldn't recommend following this line of reasoning.<p>Edit 2: The above line of reasoning might be wrong, I think I made an error and the calculation is correct within the article's premises. In that case, I take that part back. I still don't agree that adding loss of life expectancy to travel time is a reasonable way to look at things.