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Whackintosh

macrumors 6502
Original poster
Mar 8, 2009
435
14
Montreal, Quebec
Sorry if this is a silly question, but is a 2.8 GHz processor another way of listing 2.80? I'm assuming that a 2.26 would be faster than a 2.8 - unless that 2.8 is 2.80.
 
Pfft, who needs maths in the real world
Why do they waste time teaching it at school
 
:D

math.jpg
 
I think that's exactly what the OP meant. The key to interpreting which value is higher are the units used: "2.8GHz > 2.66GHz" vs. "Version 10.5.7 < Version 10.5.10"

Ok, I'll rephrase ... When referring to speed, not progressive versions, when is 2.8 smaller than 2.66?
 
.8 is ALWAYS larger than .26

That is POINT 8 and POINT 26

aka not a whole number.
 
I think that's exactly what the OP meant. The key to interpreting which value is higher are the units used: "2.8GHz > 2.66GHz" vs. "Version 10.5.7 < Version 10.5.10"

Excellent. I think you're right. It was puzzling at first.

r.j.s. Well 2.66 is better than 2.8 in speed, if that's the speed at which thinks are completed. If you cross the finish line at 2.66, it's better than 2.8.
 
2.8=2.80=2.800 > 2.66=2.660 | When comparing same gen processors, or if the 2.8 processor is newer

2.66 > 2.8 | If the 2.6 is a newer Processor.
 
You're evil! Positively evil! :D I almost spit coffee all over my MBP!!! You know, that would be even funnier, if it weren't so indicative of the mentality of way too many students these days! I sometimes fear for the future of the business world, as generations of less-than-stellar graduates move into decision-making roles. Oh, wait! That describes the banking industry today! :eek:
 
So what's with OSX 10.4.10 being one up from 10.4.9, and not just the same as 10.4.1 ???

Now we're talking version numbers which used the dot notation to designate change significance - not the same as the decimal point. See here: http://en.wikipedia.org/wiki/Software_versioning

And has anyone else even noticed that the version numbers have two of those little dots?

I'll admit, I do not have a doctorate in math, but I've never seen a decimal number with two decimal points.
 
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