I'm sure I'm in the minority here, but I argue that customary/imperial units are better for everyday use than metric units, for two main reasons:
First, these units are derived from hundreds or even thousands of years of practical tradition. This means that they have been chosen through a sort of natural selection to be convenient to use. Metric, on the other hand, was created by revolutionaries who thought that the faces on trading cards needed to be replaced (and who tried to decimalize time as well, more on that later). This makes metric units rather arbitrary. While they start off alright (the meter is a pretty good middle-distance unit), after converting to different units (mainly through properties of water), they end up being off. The gram is too small, leading to the kilogram being used more often. For example, Fahrenheit gets a lot of ridicule from my experience for its arbitrary boiling and freezing points of water, but its very convenient for measuring daily temperatures, with most falling within the range of 0 (cold) to 100 (hot). The equivalent range for celcius (which of course is based on the boiling and freezing points of water) on the other hand is something like -15 to 40.
The second reason, a derivative of the first, is that customary units divide better than metric. Metric is base 10, which is a terrible base. Most customary units use either base 12 (feet, time) or some binary base (volumes, weights). I say this is a derivative of the first because I'm sure these bases were chosen due to their practicability. Division by two, three, four, etc. is more useful than division by five and ten, so units that allow division by three or multiple divisions by two have become dominant.
I think the best example of this is our measurements of time, the 60 minute (5*12) hour and 24 hour (2*12) day, a system so useful that it resisted metrication and can be traced all the way back to the Babylonians. We can easily divide our hours and days into pretty much any useful fraction. You can't do this with metric measurements. The 60 minute hour also provides a good example of the frequency of dividing by 3 versus 5, since it allows both. When was the last time you measured something in fifths of an hour (12 minutes)? When was the last time you used thirds of an hour (20 minutes)? For me, I use 20 minute intervals as a reference much more often.
The obvious downside of customary units is their inconsistency. In particular, the reason metric originally become so common was that it unified a previously chaotic system of measurements in which neighboring towns might use different units. But there is no reason we couldn't have instead unified around a base 12 system of units based around pre-existing traditional units.
Ok, flame away!

