No, it is more likely. I explained why before. Here is it again.
In ANY UNIT, in a large data set over multiple scales, 1 will be the most frequently occuring digit (over 30% on average). That goes for any metric unit, and any English unit too.
But because metric units are RELATED by factors of 10, _they all have their 30% of leading ones simultaneously._ So you can't change units to get out of it. You're just stuck with it, and will always have mostly leading ones.
Because English units have non-decimal conversion factors, though, you can switch to another unit that isn't experiencing its glut of ones at the scale / dataset you're interested in. Every English unit still has the problem, but they don't all have it at the same time, you can switch out of it in some cases, which you can never ever do in metric.
It's true of course that these charts just happen to work out that way (though this was the first thing I thought to look up for an example), and I'm just using them to demonstrate why it's nice to avoid. But the point is, you can avoid it it English.