What is the maximum amount of memory an Intel DG31PR can support?
4gb ddr2 memory
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What is the maximum amount of memory and the largest hard drive an Intel D865GVHZ motherboard will support?
The Intel D865GVHZ will support a maximum of 2GB of RAM using two DDR400 modules. The motherboard supports LBA48 and includes a SATA controller. The largest IDE drives availab…le are at about 1 TB in size. SATA drive currently reach about 1.5 TB, with larger ones likely in the future.
2GB total, though that may mean 1GB per slot.. reference:. http://www.intel.com/products/notebook/chipsets/915gm/915gm-overview.htm
The NIC on that motherboard, a Realtek RTL8111, is already supported in Fedora's kernel.
The Intel D845GLLY motherboard supports a maximum of 2GB of PC133 SDRAM, using two 1 GB modules.
http://www.intel.com/support/motherboards/desktop/d945gcpe/sb/CS-027116.htm . 2 GB maximum total system memory
192 GB max RAM on 64 bit processor or 4 GB on a 32-bit
It requires 192 GB of system memory. I am assuming that you are getting this question from the Windows & Configuration textbook by Craig Zacker, as I found that exact question… in there. You can find the answer on page 15 in table 1-4. Hope that helps!
Installing Windows 7 was a little testy, had to disable onboard LAN until OS was loaded. Other then that, so far so good. it does tend to hang a little while on loading the w…elcome screen (if and only if you have a pci-e video card installed) not sure why still trying to find a fix it only hangs for about 90 seconds but it is annoying
no but it can support core 2 quad
192 Gigabytes is the maximum.
In Windows 7
Yes. Intel fully supports running Windows 7 on this motherboard.
In Windows XP
What is the maximum total memory and maximum memory per slot supported by Intel D945GCR motherboard?
Volatile or Non-Volatile Memory? If it is Volatile, like RAM, then it isn't by the number of cores,but by the number of physical slots available and by processorBit-Rate. . …32 Bit Systems (Processors, Operating Systems, or both) can onlyaccess up to 4~ GB of Volatile memory, such as RAM. This is loweredto 3GB, since there is an overhead associated with backgroundoperations. . Calculation: 2^32 = 4,294,967,296 bytes 4,294,967,296 / (1,024 x 1,024) = 4,096 MB = 4 Gigabytes if allthings are perfect. . 64 bit Systems (Processors, Operating Systems, or both) canaccess a MUCH, MUCH larger well of Volatile memory. Something alongthe lines of EXAbytes. (Which is two steps beyond Terabyte) . 2^64 = 18,446,744,073,709,551,616 bytes 18,446,744,073,709,551,616 / (1,024(Kb) x 1,024(Mb) x 1,024(Gb) x1,024(Tb)) = 16EB (Exabytes) Many 64-bit processors have 48-bit addressing, so their actualmaximum memory addressing capability is in the Petabyte range. Non-volatile memory addressing is essentially limitless. I believethere are theoretical limitations, but I don't have the knowledgeat hand to calculate them.