775 is the socket, which they both are,intel http://en.wikipedia.org/wiki/Intel_Corporation has the 965, 975, P35 and P38 chipsets, so you would need to narrow which you prefer.
However, good news, if you go to anandtech.com you will see he did a recent review of the dfi lanparty p35 and compared all the above chipsets except p38 and they were all within about 2%-3% of each other across the board and all tests. This means you are pretty much ok with with ever you want. The only advantage of 680i (sli)edition as with the X38 is you have more OC and dual PCI-e 16x buses feature which you would not be using. So just buy the one you like the best really
The chipset is the device that manages everything. The processor just processes it but the chipset transports, controls and manages the output and input data.
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ATX is a form factor. It does not dictate a specific chipset; anything from the now ancient 440BX to a Q57 can be used in an ATX system.
Wikipedia Article: http://en.wikipedia.org/wiki/Chipset The term chipset literally refers to a set of computer chips, designed to work together. In modern terms it is the combination of the northbridge and southbridge chips, and i believe a couple other auxiliary control chips.
How can you enable AGP texture acceleration on intelr 82945G express chipset family?Read more: How_can_you_enable_AGP_texture_acceleration_on_intelr_82945G_express_chipset_family
Socket 775 for Intel®
40% of 775= 40% * 775= 0.4 * 775= 310
4% of 775 = 4% * 775 = 0.04 * 775 = 31
101% of 775= 101% * 775= 1.01 * 775= 782.75
775 as a fraction is 775/1.
775 is the only number in all of math that equals 775.
the sandy bridge chipset uses a single chipset housing
20% off of 775 =775-(0.20x775)=620
Chipset drivers are software that enables the operating system to use the features of the corresponding chipset.
To subtract 775 from 1000, you simply take 1000 and subtract 775 from it. This can be done by performing the calculation: 1000 - 775 = 225. Therefore, the result of subtracting 775 from 1000 is 225.
775 is not a prime number, because 775 is divisible by 5. In fact, the prime divisors of 775 are 5, 5, and 31.
775/9 = 86 with a remainder of 1, so 9 does not divide evenly into 775, so 9 is NOT a factor of 775