老机器 R400/7550请问两条16颗粒的最多支持多大内存?
老机器 R400/7550请问两条16颗粒的最多支持多大内存?老机器 R400/7550请问两条16颗粒的最多支持多大内存?老机器 R400/7550请问两条16颗粒的最多支持多大内存?老机器 R400/7550请问两条16颗粒的最多支持多大内存?手上正好有一台R400,我上了3G内存,最高应该可以上到4G yjz1409276 发表于 2020-2-2 20:46
手上正好有一台R400,我上了3G内存,最高应该可以上到4G
我目前是2g 1066 16颗粒的 我想升级 但是现在把 还是纠结 你说来个4G1333?还是来个2G1066 我查了 很多人说支持到最高8G 俩条4g 有人知道么 ?请您告知下好么?
谢谢了 16颗粒的,R400最高支持单条4G,最大2x4G=8G。 楼上正解 本帖最后由 sunny2002 于 2020-2-3 19:15 编辑
有图为证
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***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***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
AlexFlying 发表于 2020-2-2 21:38
16颗粒的,R400最高支持单条4G,最大2x4G=8G。
谢谢大佬 我是买个其他的好 还是升级R400呀 好纠结啊 gemiea 发表于 2020-2-2 21:42
楼上正解
谢谢大佬 我是买个其他的好 还是升级R400呀 好纠结啊 买其他的啥比较好玩呢 PS:老机器 sunny2002 发表于 2020-2-2 21:45
有图为证
哈哈哈哈 我上个图 这个吧 再来个 t430 咋样? 本帖最后由 harold5140717 于 2020-2-2 23:10 编辑
战斗民族 发表于 2020-2-2 20:59
我目前是2g 1066 16颗粒的 我想升级 但是现在把 还是纠结 你说来个4G1333?还是来个2G1066 我查了 很多人 ...
刚好我也有台R400,4g*2,1333mHz的内存,一般使用内存占比约50%,1066MHz。建议上4g 1066足已,约100元左右 楼主R400还在用服役呀,用十多年了吧?
我上一台机子也是r400,用了7年,一切都好,就是机子速度变慢了好多,后来出掉了。 4g*2,最多16颗粒8g harold5140717 发表于 2020-2-2 23:09
刚好我也有台R400,4g*2,1333mHz的内存,一般使用内存占比约50%,1066MHz。建议上4g 1066足已,约100元 ...
谢谢您 心里有数了 吾方寸已乱 发表于 2020-2-3 07:47
4g*2,最多16颗粒8g
收到 海上生明月 发表于 2020-2-2 23:45
楼主R400还在用服役呀,用十多年了吧?
我上一台机子也是r400,用了7年,一切都好,就是机子速度变慢了好多 ...
11年了 哈哈 一种情怀 不舍得扔 准备 升级下 能继续和我作伴呢 sunny2002 发表于 2020-2-2 21:45
有图为证
帅呆了 这个是什么 频率的 4g 俩条啊?我买1066还是1333呢 战斗民族 发表于 2020-2-2 19:54
老机器 R400/7550请问两条16颗粒的最多支持多大内存?老机器 R400/7550请问两条16颗粒的最多支持多大内存?老 ...
我现在用的是4G,如下图,一般上网、办公够用了
{:1_242:}手上的机器还是应用主力。。。没坏 就一直没换 boy32 发表于 2020-2-4 16:06
我现在用的是4G,如下图,一般上网、办公够用了
4G 就够? evan_g 发表于 2020-2-4 19:38
手上的机器还是应用主力。。。没坏 就一直没换
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