Yeah when I’m teaching new networking guys how binary and hex works I always reference the changeover from 9- the next place (tens, hundreds, thousands) to conceptualize the idea that we count the way we do only because of base ten.
In order to teach alternate forms of counting you have to first break someone out of the idea that base ten is “how it’s done” which is difficult because we never mention in education prior to college or trade schools that you can count with literally any number of symbols if you wanted to.
Yep, I think the problem with most folks is that base 10 is taken for granted without fully understanding it. Maybe some of the concepts would be even easier to explain in hex instead of in binary - that you count to F instead of to 9 before flipping to 10, then explaining that binary follows the same principle, but only has two digits, hence has to flip to 10 sooner.
That’s kind of a confusing way to explain binary
That’s kinda how my college explained
Common core binary lol
Absolutely, it’s much easier to understand with a binary table
IMO it should’ve been an analogy with 9 in base 10, it would’ve been clearer.
Yeah when I’m teaching new networking guys how binary and hex works I always reference the changeover from 9- the next place (tens, hundreds, thousands) to conceptualize the idea that we count the way we do only because of base ten.
In order to teach alternate forms of counting you have to first break someone out of the idea that base ten is “how it’s done” which is difficult because we never mention in education prior to college or trade schools that you can count with literally any number of symbols if you wanted to.
Yep, I think the problem with most folks is that base 10 is taken for granted without fully understanding it. Maybe some of the concepts would be even easier to explain in hex instead of in binary - that you count to F instead of to 9 before flipping to 10, then explaining that binary follows the same principle, but only has two digits, hence has to flip to 10 sooner.