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NEW QUESTION: 1
Given the network diagram.
Which address would successfully summarize only the networks seen?
A. These networks cannot be summarized.
B. 192.168.12.0/20
C. 192.168.16.0/21
D. 192.168.8.0/20
E. 192.168.0.0/24
F. 192.168.8.0/21
Answer: F
Explanation:
let's suppose it is a /20 then we would have addresses from 192.168.0.1 to 192.168.15.255 Now let's suppose it is a /21 then we would have addresses from 192.168.8.1 to 192.168.15.255 So both summaries encompass the networks we want to summarize but the second one is the most restrictive one as it only encompasses the networks we were asked to summarize and not others so it is the correct summary.
In fact just count the number of subnets which is 8 and find the exponent of 2 which is 8, that gives you
3 and to find out the summary mask just do /24 - 3 = /21.
if you make it in binary you'll find out the answer too:
the interesting octet is 3rd one so let's convert in binary.
8 0000 1000
9 0000 1001
10 0000 1010
11 0000 1011
12 0000 1100
13 0000 1101
14 0000 1110
15 0000 1111
I've bolded the bits in common there are 5 so 16+5=21 which is mask and address is 192.168.8.0
NEW QUESTION: 2
The Board of Governors of the Nottingham Share Exchange wishes to publish an index using all three issues currently listed. They want to know how index performance might be affected by the choice of a price-weighted, a value-weighted or an unweighted index. Advise them how the index would have changed on February 18, a day when no splits occurred, based upon the following data:
A. Price-Weighted Index Up, Value-Weighted Index Down, Unweighted Index Up.
B. Price-Weighted and Value-Weighted Indices Up, Unweighted Index Unchanged.
C. Price-Weighted Index Up, Value-Weighted and Unweighted Indices Down.
Answer: C
Explanation:
Price-weighted index = Sum of prices / an adjusted divisor. Since there were no splits, the divisor is constant. (38 + 20 + 99) > (37 + 21 + 98) 157 > 156 A price-weighted index would have gone up by 0.6%.
Value-weighted index = Beginning Value x (Ending index capitalization) / (Beginning index capitalization)
For any beginning value, the daily change = ending capitalization / beginning capitalization.
1.00 x (38 / 37) + 5.00 x (20 / 21) + 10.00 x (99 / 98) 1.00 + 5.00 + 10.00
1.027 + 4.762 + 10.12 16.000
15.891 16.000
A value-weighted index would have gone down by 0.7%.
An unweighted index is based upon the arithmetic average of percent changes for each stock. [(38 / 37 - 1)
+ (20 / 21 - 1) + (99 / 98 - 1)] / 3 = [2.7% + (-4.7%) + 1.0%] / 3 = -1.0% / 3 An unweighted index would have gone down by 0.3%.
NEW QUESTION: 3
SSHv1認証ネゴシエーション中の最初の交換は次のうちどれですか？
A. サーバーは公開鍵をクライアントに送信します。
B. クライアントはセッションキーを生成します。
C. クライアントとサーバーは暗号化アルゴリズムに同意します。
D. サーバーはユーザーにユーザー名とパスワードを要求します。
Answer: A