So, what do they share in common, I want to know how they're relative to the subject of conversation and why they make a good argument.. Because it sounds like to me that you're saying these people without college degrees are intelligent. First, I would like to ask by what metric are you measuring intelligence? Second, I would like to offer the insight that these people are potential billionaires. So, given your argument, I had to google how many billionaires didn't have a college degree. 739. So, let's take that population against the entire population of vote-eligible adults who don't have a four year degree. (Yes, we include minors because the claim was that "Majority of voters don't have college degrees for Trump.) That's 739/165,000,000= 4.4[78]^e-6 That means. Don't know what that number means? I'll tell you.
the ^e-6 means that it's a negative exponent. Being that the exponential value of the integer of the number is negative six, we have to move the decimal place to the left six times. Wait, why are the seven and eight in brackets? Because that means those are repeating decimals. So, we can do a few things... Do no rounding, and cut off the repeating numbers. Round to the nearest hundred thousandths, ten thousandths, thousandth, hundredth or tenth or even whole number. Since I want to give you an accurate number, I will just cut off the repeating numbers. So now, we have 4.478. Now remember, we have to move the decimal place over six times. 0.04478.
What does 0.004478 mean? Well, if you want the short answer. You cut move the decimal to the right two times and the numbers to the left of the decimal now represent whole percents. This leaves us with 0.478% or 0.5%.
What does that number mean?
It means that these people you mention are better than the 1%. They are in the .5%.
_Clearly_ they are they exception to the rule that you imply: people are smart without college degrees. But you don't even really mean smart, you mean rich.