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Are you sure it didn't read a = b ||c||? I mean, is it just on one side? Recheck to be sure. I can't really recall any symbols like that without the strokes being on both sides, except the parallel symbol. Perhaps it denotes a = b [parallel] c. And if that's the case, I can't help you any further there.
If the strokes are on both sides (i.e., a = b ||c||), then the c with strokes symbolises the length of a vector c.
Oh yeah, you're right, Go Punk! It could also mean "or". But it isn't used very often, is it? Since he said math, I was thinking less of logic/discrete math. Not many books use || for "or". U or V is more common.
Actually, now I remember. It's the programming source code that people use || for "or". For most math books and logic books I'm familiar with, "U" or "V" is used to denote "or".
Then it definitely means parallel. It means parallel connection. I forget the electronics stuff, but it has to do with parallel connection. Open your textbook and read.
Here's a link to confirm just what I thought (i.e., that it's an electronics symbol for parallel connection): Voltage Gain.
Excerpt:
Voltage Gain: Av = (-Rc ║ RL) / r`e
WHERE
Av = voltage gain as a ratio: Av = vo/ vI RC ║ RL = parallel combination of the collector resistance and
the load resistance.
r`e = ac emitter resistance of the transistor
I asked the teacher today and yes it is the parallel resistance. It was just a formula so I never suspected that... and we don't have a textbook otherwise I would have read it 😱
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