A 2.16 is 8% faster than a 2.0GHz CPU
A 800MHz is 50% faster than a 533MHz motherboard
What the hell are you talking about?
A 2.16 is 8% faster than a 2.0GHz CPU
A 800MHz is 50% faster than a 533MHz motherboard
It's obvious you're a long time Mac user. Thankfully, coming from the PC world, I probably have a better grasp on real-world performace of Intel CPU's than you do.The SR's have only come in 2.2 or 2.4 in the MBPs. I'd think that the SR would be faster. You can have a faster CPU, but if you are limited by how fast you can feed it, then the slower CPU with faster system board (within reason) would be faster.
A 2.16 is 8% faster than a 2.0GHz CPU
A 800MHz is 50% faster than a 533MHz motherboard
What the hell are you talking about?
I'm going to chime in with a question really quick here, completely out of ignorance from never owning a laptop nor a Mac.
Is it a good idea to keep my MBP plugged in overnight while it downloads a file while conected to the AC?
Sorry for the dumb question, just want to know if it's okay to do this![]()
Cool thanks, didn't want to overheat the thingYes, it's fine. Laptops are meant to be plugged in 99%+ of the time.
Porn, of course.I think the real question is what were you download that takes all night?lol
Full length title in HD?![]()
It it ok to leave my laptop plugged in while downloading Brokeback Mountain 2 "A Mountain of Broken Male Backs"![]()
I think constant in the proportionality equation of speed of FSB/clock speed and actual speed is a large difference.
As bearxor says the difference FSB speeds make is negligible when the clock speed of one of the processors surpasses the other by even a small margin.
take the equation y=kx where y is actual performance gained, k is the proportionality constant and x is the FSB speed
and the equation y=qz where y is actual performance gained, k is the proportionality constant and z is the clock speed.
The value for q will be greater than k as core speed makes more of a difference than FSB.
Is it not, therefore, possible to formulate an equation to instantly determine which processor is faster (theoretically) when given the speeds of the FSB and the core speed?
I think once you work out a constant when all the other specifications stay the same or you create a weighted index of all the factors of each processor specification you are able to tell which processor is faster when common sense can't help you.