gunbaicd11 发表于 11-10 07:13:51

isms2020基础知识答案记下来没有啊?

找人对对答案

jjlove929 发表于 11-10 10:10:34

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

jjlove929 发表于 11-10 10:12:19

我记了,等等发出来

gunbaicd11 发表于 11-10 10:50:39

发在论坛吗?

jjlove929 发表于 11-10 10:57:07

01-10 BBDCC DBDBC
11-20 BBCDD CBCAB
21-30 BCAAB CBCCC
31-40 ACBDC BDDBD
41-50 CCDCC DDBAA
51-55 BCD AC ABC ABC AB
56-60 ABC ABCD BD AC ABD
61-65 ABCD BCD ABD ABC ABCD
66-70 AD AD AC ABD ABCD
判断:√×××√√×√×√

jjlove929 发表于 11-10 11:07:16

gunbaicd11 发表于 2020-11-10 10:50
发在论坛吗?

本来贴的图,还要等待审核,又手打一遍,发下边了

gunbaicd11 发表于 11-10 11:09:23

好多不一样啊,完犊子了:Q

jjlove929 发表于 11-10 11:11:50

gunbaicd11 发表于 2020-11-10 11:09
好多不一样啊,完犊子了

完蛋,你慌我更慌。。。。我也好多不确定的

gunbaicd11 发表于 11-10 11:13:22

我跟你一样啊
QQ110797672

jjlove929 发表于 11-10 11:15:56

审核考了吗,也对一下
ISMS审核
1-10 CDBBB CDBBD
11-20 DDDBB ADBBA
21-30 ABDAA AACAB
31-35 ABCD ABCD ACD BCD ABD
36-40 ABD ABC BD BCD ABD
案例:8.3.29.4.17.3.111.1.611.2.6

gunbaicd11 发表于 11-10 11:17:42

审核我没考,前面过了:Q

coolfei83 发表于 11-10 11:49:56

楼主发个答案看看

gunbaicd11 发表于 11-10 14:12:30

1-10      DDDCCDBCBC
11-20    BBCDDCBCAB
21-30    BCAABCBCCC
31-40    BCBDCADDBD
41-50    CCDCBDDBAD
51-60    BDACABCABCDABABCABDBCDACACD
61-70    ABCDBCDABCDABCABCDABCD   ADACABDABCD
71-80    TFFFTTFTFT

gunbaicd11 发表于 11-10 14:14:14

coolfei83 发表于 2020-11-10 11:49
楼主发个答案看看

你的也晒出来,大家比较比较

jjlove929 发表于 11-10 15:02:49

gunbaicd11 发表于 2020-11-10 14:12
1-10      DDDCCDBCBC
11-20    BBCDDCBCAB
21-30    BCAABCBCCC


判断题是TF吗?我没看题:L

gunbaicd11 发表于 11-10 15:03:45

不是TF,我是方便这样表述的

jjlove929 发表于 11-10 15:06:35

哦哦,吓死我了,还有一线希望,咱俩单选6个不一样,多选6个不一样。每人错一半,就都过了

jjlove929 发表于 11-10 15:08:28

即便18分都错,我们也能过

gunbaicd11 发表于 11-10 15:09:47

你数错了吧,七个单选和七个多选,万一错的集中在一个人身上呢?:Q:Q:Q:Q:Q:Q:Q:Q

coolfei83 发表于 11-10 15:13:40

本帖最后由 coolfei83 于 2020-11-10 19:48 编辑

BDDCC DBDBB
BBCDD CBCAB
DBAAB CBCCC
ACBDC BDDBD
CCDCB DBBAD
BCD ABC ABC ABCD AB
ABC ABCD BCD AC ABD
ABCD BCD ABD AB ABCD
AD ACD AC ABD ABCD
√xxx√√x√x√

CDBBB CDDBA
DDDBB ADBBD
ABBDA ADCAB
ABCD ABCD ACD ABC AD
ABD AB ABCD BCD ABCD
8.3.2   9.4.1   7.3.1    11.1.6   
11.2.5








jjlove929 发表于 11-10 15:13:42

稳住,我是乐观派。等原题有了,把不一样的核对一下就行了。希望咱俩一样的答案都对

gunbaicd11 发表于 11-10 15:16:50

一样的都对就好了:victory::victory::victory::victory::victory:

shixuegui 发表于 11-10 16:07:22

jjlove929 发表于 2020-11-10 10:57
01-10 BBDCC DBDBC
11-20 BBCDD CBCAB
21-30 BCAAB CBCCC


我一对79,唉

gunbaicd11 发表于 11-10 16:09:17

我也是79,这当中肯定有你对也有你错的,只要对方不100,你都有机会,你也答案发出来给我对对啊;P

gunbaicd11 发表于 11-10 16:19:08

coolfei83 发表于 2020-11-10 15:13
BDDCC DBDBB BBCDD CBCAB
DBAAB CBCCC
ACBDC BDDBD


这是你自己的答案啊?

gunbaicd11 发表于 11-10 16:20:56

shixuegui 发表于 2020-11-10 16:07
我一对79,唉

你把你的答案也发出来,让大家都对对看啊

shixuegui 发表于 11-10 16:24:31

这是我的答案
BDDCC DBDBD
BBDDD CBCAC
BCAAA CBCCC
ACBDC BDDBD
CCDCC DBACD

BCD AC ABC ABC AB ABC ABCD BCD AC BD
ABCD BCD ABC ABC ABCD ABCD ACD AC ABD ABCD
TFFFT TTTFF

coolfei83 发表于 11-10 16:32:04

本帖最后由 coolfei83 于 2020-12-5 23:52 编辑

gunbaicd11 发表于 2020-11-10 16:19
这是你自己的答案啊?
我自己的答案
21题是 风险处置是 d 选择并执行

gunbaicd11 发表于 11-10 17:02:41

coolfei83 发表于 2020-11-10 16:32
我自己的答案
21题是 风险处置是 d 选择并执行
22题 就是 b 信息安全 还是 c国家安全 我觉得应该是信息 ...

好多不一样啊

gunbaicd11 发表于 11-13 07:29:48

;P;P;P;P;P;P;P;P
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查看完整版本: isms2020基础知识答案记下来没有啊?