-
Notifications
You must be signed in to change notification settings - Fork 0
/
2017h29a_sc_am2_qs.xml
157 lines (134 loc) · 211 KB
/
2017h29a_sc_am2_qs.xml
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
<question num='1'> 問1 <search>CRL </search>(Certificate Revocation List) に掲載されるものはどれか。
<selection option='ア'> ア 有効期限切れになったディジタル証明書の公開鍵 </selection>
<selection option='イ'> イ 有効期限切れになったディ ジタル証明書のシリアル番号 </selection>
<selection option='ウ'> ウ 有効期限内に失効したデイジタル証明書の公開鍵 </selection>
<selection option='エ'> エ 有効期限内に失効したディジタル証明書のシリアル番号 </selection>
</question>
<question num='2'> 問2 PKIを構成する<search>OCSP</search> を利用する目的はどれか。
<selection option='ア'> ア 誤って破棄してしまった秘密鍵の再発行処理の進捗状況を問い合わせる。 </selection>
<selection option='イ'> イ デイジタル証明書から生成した鍵惰報の交換が OCSP クライアントとレスポンダの間で失敗した際, 認証状態を確認する。 </selection>
<selection option='ウ'> ウ デイジタル証明書の失効情報を問い合ゎせる。 </selection>
<selection option='エ'> エ 有効期限が切れたディジタル証明書の吏新処理の進捗状況を確認する。 </selection>
</question>
<question num='3'> 問3 標準化団体 0ASIS が, Web サイ卜間で認証, 属性及び認可の情報を安全に交換するために策定したフレームワークはどれか
<selection option='ア'> ア <search>SAML</search> </selection>
<selection option='イ'> イ SOAP </selection>
<selection option='ウ'> ウ <search>XKMS</search> </selection>
<selection option='エ'> エ XML Signature </selection>
</question><question num='4'> 問4 ハツシユ関数の性質の一つでぁる衝突発見困難性に関する記述のうち, 適切なものはどれか。
<selection option='ア'> ア SHA-256 の衝突発見困難性を示す, ハツシユ値が一致する二つのメッセージの探索に要する最大の計算量は_ 256の2乗でぁる。 </selection>
<selection option='イ'> イ SHA-256 の衝突発見困難性を示す, ハツシュ値の元のメッセージの探索に要する最大の計算量は, 2の256乗である。 </selection>
<selection option='ウ'> ウ 衝突発見困難性とは, ハツシユ値が与えられたときに, 元のメッセージの探索に要する計算量が大きいことによる, 探索の困難性のことである。 </selection>
<selection option='エ'> エ 衝突発見困難性とは, ハツシユ値が一致する二つのメッセージの探索に要する計算量が大きいことによる, 探索の困難性のことでぁる〟 </selection>
</question>
<question num='5'> 問5 情報セキユリティにおける<search>エクスプロイトコード</search>の説明はどれか。
<selection option='ア'> ア 同じセキユリテイ機能をもつ製品に乗り換える場合に, CSV など他の製品に取り込むことができる形式でフアイルを出力するプログラム </selection>
<selection option='イ'> イ コンピュータに接続されたハードディスクなどの外部記憶装置や, その中に保存されてぃる暗号化されたファイルなどを閲覧, 管理するソフトウェア </selection>
<selection option='ウ'> ウ セキュリテイ製品を設計する際の早い段階から実際に動作する試作品を作成し,それに対する利用者の反応を見ながら徐々に完成に近づける開発手法 </selection>
<selection option='エ'> エ ソフ トウェアやハードウエアの謂弱性を利用するために作成されたプログラム </selection>
</question>
<question num='6'> 問6 DNSに対する<search>カミンスキー攻撃</search> 〈Kaminsky's atack) ヘの対策はどれか。
<selection option='ア'> ア DNS キャッシユサーバと権威 DNS サーバとの計 2 台の冗長構成とすることによって, 過負荷によるサーバダウンのリスクを大幅に低減させる。 </selection>
<selection option='イ'> イ <search>SPF</search> (Sender Policy Freame Work) を用いて MX レコードを認証することによって'電子メールの送信元ドメインが詐称されていなぃかどうかを確認する。 </selection>
<selection option='ウ'> ウ 問合せ時の送信元ポート番号をランダム化することによって, DNS キャツシュサーバに偽の情報がキヤッシュされる確率を大幅に低減させる。 </selection>
<selection option='エ'> エ プレースホルダを用いた工スケープ処理を行うことによつて, 不正な SQL 構文による DNS リソースレコードの書換えを防ぐ。 </selection>
</question><question num='7'> 問7 DoS攻撃の一つでぁる<search>Smurf</search>攻撃はどれか。
<selection option='ア'> ア ICMPの応答パケッ トを攻撃対象に大量に送リ付ける。 </selection>
<selection option='イ'> イ TCP 接続要求である SYNパケットを攻撃対象に大量に送り付ける。 </selection>
<selection option='ウ'> ウ サイズが大きい UDP パケットを攻撃対象に大量に送り付ける。 </selection>
<selection option='エ'> エ サイズが大きい電子メールや大量の電子メールを攻撃対象に送リ付ける。 </selection>
</question><question num='8'> 問8 暗号化装置において暗号化処理時に消費電力を測定するなどして, 当該装置内部の秘密情報を推定する攻撃はどれか。
<selection option='ア'> ア キーロガー </selection>
<selection option='イ'> イ サイドチャネル攻撃 </selection>
<selection option='ウ'> ウ スミッシング </selection>
<selection option='エ'> エ 中間者攻撃 </selection>
</question><question num='9'> 問9 <search>ステートフルインスぺクション</search>方式のファイアウォールの特徴はどれか。
<selection option='ア'> ア Web クライアントと Web サーバとの間に配置され' リバースプロキシサーバとして動作する方式であり, Web クライアントからの通信を目的の Web サーバ中継する際に, 通信に不正なデータがないかどうかを検査する。 </selection>
<selection option='イ'> イ アプリケーシヨンプロ トコルごとにプロキシソフトウェアを用意する方式であり, クライアントからの通信を目的のサーバに中継する際に、 通信に不正なデータがないかどうかを検査する。 </selection>
<selection option='ウ'> ウ 特定のアプリヶーションプロトコルだけを通過させるゲートウエイソフ卜ウエアを利用する方式でぁり, クライアントからのコネクションの要求を受け付けて目的のサーバに改めてコネクシヨンを要求することによって, アクセスを制御する。 </selection>
<selection option='エ'> エ パケットフイルタリンクを拡張した方式でぁり, 過去に通過したパヶットから通信セツションを認識し, 受け付けたパケットを通信セッションの状態に照らし合わせて通過させるか遮断するかを判断する。 </selection>
</question><question num='10'> 問10 ディジタル証明書に関する記述のうち, 適切なものはどれか。
<selection option='ア'> ア S/MIMEやTLS で利用するディジタル証明書の規格は, <search>ITU-TX.400</search> で標準化されている。 </selection>
<selection option='イ'> イ ディジタル証明書は, TLSプロトコルにおいて通信データの暗号化のための鍵交換や通信相手の認証に利用されている。 </selection>
<selection option='ウ'> ウ 認証局が発行するディジタル証明書は, 申請者の秘密鍵に対して認証局がディジタル署名したものである。 </selection>
<selection option='エ'> エ ルート認証局は, 下位の認証局の公開鍵にルート認証局の公開でディジタル署名したデイジタル証明書を発行する。 </selection>
</question><question num='11'> 問11 不適合ヘの対応のうち, JIS Q 27000:2014 (情報セキュリテイマネジメントシステム一用語) の “是正処置" の定義はどれか。
<selection option='ア'> ア 不適合によって起こった結果に対処するための処置 </selection>
<selection option='イ'> イ 不適合の原因を除去し, 再発を防止するための処置 </selection>
<selection option='ウ'> ウ 不適合の性質及び対応結果について文書化するための処置 </selection>
<selection option='エ'> エ 不適合を除去するための処置 </selection>
</question><question num='12'> 問12 JIS Q 27000:2014 (情報セキュリテイマネジメントシステム{用語) における情報セキユリテイ リスクに関する記述のうち、適切なものはどれか。
<selection option='ア'> ア 脅威とは, 一つ以上の要因によって悪用される可能性がある, 資産又は管理策の弱点のことでぁる。 </selection>
<selection option='イ'> イ 脆弱性とは, システム又は組織に損害を与える可能性がある, 望ましくないインシデントの潜在的な原困のことでぁる〟 </selection>
<selection option='ウ'> ウ リスク対応とは, リスクの〝大きさが, 受容可能か又は許容可能かを決定するために, リスク分析の結果をリスク基準と比較するプロセスのことである。 </selection>
<selection option='エ'> エ リスク特定とは, リスク を発見, 認識及び記述するプロセスのことであり, リスク源, 事象、それらの原困及ぴ起こり得る結果の特定が含まれる。 </selection>
</question><question num='13'> 問13 基本評価基準, 現状評価基準, 環境評価基準の三つの基準で情報システムの監弱性の深刻度を評価するものはどれか。
<selection option='ア'> ア CVSS </selection>
<selection option='イ'> イ ISMS </selection>
<selection option='ウ'> ウ <search>PCIDSS</search> </selection>
<selection option='エ'> エ <search>PMS</search> </selection>
</question><question num='14'> 問14 攻撃者が, Web アプリケーショ ンのセッションを乗っ取り, そのセツションを利用してアクセスした場合でも, 個人情報の漏えいなどに被害が拡大しないよにするために, 重要な情報の表示などをする画面の直前で Web アプリケーションが追加的に行う対策として, 最も適切なものはどれか。
<selection option='ア'> ア Web ブラウザとの間の通信を暗号化する。 </selection>
<selection option='イ'> イ 発行済セッションIDを Cookie に格納する〟 </selection>
<selection option='ウ'> ウ 発行済セツションIDを HTTPレスポンスボディ中のリンク先のURLのクエリ文字列に設定する。 </selection>
<selection option='エ'> エ パスワードによる利用者認証を行う。 </selection>
</question><question num='15'> 問15 スパムメールの対策として, 宛先ポート番号25の通信に対してISP が実施する<search>OP25B</search>の例はどれか。
<selection option='ア'> ア ISP 管理外のネツ 卜ワークからの通信のうち, スパムメールのシグネチヤに該当するものを遮断する。 </selection>
<selection option='イ'> イ 動的圧 アドレスを割り当てたネッ トヮークから ISP 管理外のネットワークへの直接の通信を遮断する。 </selection>
<selection option='ウ'> ウ メール送信元のメールサーバについて DNS の逆引きができない場合, そのメールサーバからの通信を遮断する。 </selection>
<selection option='エ'> エ メール不正中継の謂弱性をもっメールサーバからの通信を遮断する〟 </selection>
</question><question num='16'> 問16 外部から侵入されたサーバ及びそのサーパに接続されていた記憶媒体を調査対象としてディジタルフオレンジックスを行うことになつた。 まず, 稼働状態にある調査対象サーバや記憶媒体などから表に示す a~d のデータを証拠と して保全する〟保全の順序のうち, 最も適切なものはどれか。
<img kakutyoushi='png'>
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
</img>
<selection option='ア'> ア a → c → d → b </selection>
<selection option='イ'> イ b → c → a → d </selection>
<selection option='ウ'> ウ C → a → d → b </selection>
<selection option='エ'> エ d → C → a → b </selection>
</question><question num='17'> 問17 無線LAN の情報セキユリテイ対策に関する記述のうち, 適切なものはどれか。
<selection option='ア'> ア <search>EAP</search> では, クライアン卜 PC とアクセスポイン卜との問で, あらかじめ登録した共通鍵による暗号化通信を実現できる。 </selection>
<selection option='イ'> イ <search>RADIUS</search>では, クライアント PC とアクセスボイントとの間で公開鍵暗号方式による暗号化通信を実現できる。 </selection>
<selection option='ウ'> ウ SSIDは, クライアント PC ごとの秘密鍵を定めたものであり, 公開鐘暗号方式による暗号化通信を実現できる。 </selection>
<selection option='エ'> エ WPA2-Enterprise では, IEEE802.1X の規格に沿つた利用者認証及び動的に配布される暗号化鍵を用いた暗号化通信を実現できる。 </selection>
</question><question num='18'> 問18 ルータで接続された二つのセグメント間でのコリジョンの伝搬とブロードキャス卜フレームの中継について' 適切な組合せはどれか〟
<img kakutyoushi='png'>
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
</img>
</question><question num='19'> 問19 1台のサーバと複数台のクライアントが, 100Mビット/秒のLANで接続されている。業務のピーク時には,クライアント 1台につき 1分当たり 600kパイトのデータをサーバからダウンロードする。 このとき, 同時使用してもピーク時に業務を滞りなく遂行できるク ライ アン ト数は何台までか。 ここで, LANの伝送効率は 50%,サーバ及びクライアント内の処理時聞は無視できるものとし, 1Mビット/秒=10^6ビット/秒, 1kバイト=1,000バイトとする。
<selection option='ア'> ア 10 </selection>
<selection option='イ'> イ 625 </selection>
<selection option='ウ'> ウ 1,250 </selection>
<selection option='エ'> エ 5,000 </selection>
</question><question num='20'> 問20 ネットワークに接続されているホストのIP アドレスが198.51.100.90で, <search>サブネットマスク</search>が255.255.255.224のとき, ホストアドレスはどれか。
<selection option='ア'> ア 10 </selection>
<selection option='イ'> イ 26 </selection>
<selection option='ウ'> ウ 90 </selection>
<selection option='エ'> エ 212 </selection>
</question><question num='21'> 問21 ビッグデータの解析に利用される<search>ニューラルネットワーク</search>に関する記述のうち'適切なものはどれか。
<selection option='ア'> ア 誤差逆伝藩法 (<search>バックプロパゲーション</search>) は, ニユーラルネットワーク全体の重みを調整する手法であり, 調整作業は入力層から出力層に向かつて行われる。 </selection>
<selection option='イ'> イ サ<search>ポー卜べクタマシンは機械学習</search>に必要な機能を実現する装置のことであり,ニューラルネットワークで大量計算する際に利用される。 </selection>
<selection option='ウ'> ウ 深層学習 (デイープラーニング) に用いられるニュートラルネットワークは, 入力層と出力層の問に複数の中間層をもつモデルが利用される〟 </selection>
<selection option='エ'> エ 中間層を増やした二ューラルネットワークによる訓練データを用いた学習は,訓練データ以外の未知のデータに対しても高精度な正解が導け, これを過学習(オーバブィッテイング) という。</selection>
</question><question num='22'> 問22 JIS X 25010:2013 (<search>システム及びソフトウェア製品の品質要求及び評価(SQUARE)</search> 一システム及びソフトウェア品質モデル) におけるシステムの利用時の品質特性に “満足性" がある。 “満足性” の品質副特性の一つである “実用性” の説明はどれか。
<selection option='ア'> ア 個人的なニーズを満たすことから利用者が感じる喜びの度合い </selection>
<selection option='イ'> イ 利用者がシステム又はソフ トウェアを利用するときの快適さに満足する度合い </selection>
<selection option='ウ'> ウ 利用者又は他の利害関係者がもつ, 製品又はシステムが意図したとおりに動作する という確信の度合い </selection>
<selection option='エ'> エ 利用の結果及ぴ利用の影響を含め, 利用者が把握した目標の達成状況にょって得られる利用者の満足の度合い </selection>
</question><question num='23'> 問23 企業間で, 商用目的で締結されたソフトウエアの開発請負契約書に著作権の帰属が記載されていない場合, 著作権の帰属先と して, 適切なものはどれか〟
<selection option='ア'> ア 請負人, 注文者のどちらにも帰属しない。 </selection>
<selection option='イ'> イ 請負人と注文者が共有する。 </selection>
<selection option='ウ'> ウ 請負人に帰属する。 </selection>
<selection option='エ'> エ 注文者に帰属する。 </selection>
</question>
<question num='24'> 問24 情報システムの設計のうち, フェールソフトの考え方を適用した例はどれか。
<selection option='ア'> ア UPSを設置することによって, 停電時に手順どおりにシステムを停止できるようにする。 </selection>
<selection option='イ'> イ 制御プログラムの障害時に, システムの暴走を避け, 安全に運転を停止できるようにする。 </selection>
<selection option='ウ'> ウ ハードウェアの障害時に, パフォーマンスは低下するが, 構成を縮小して運転を続けられるようにする。 </selection>
<selection option='エ'> エ 利用者の誤操作や誤入力を未然に防ぐことによって, システムの誤動作を防止できるようにする。 </selection>
</question>
<question num='25'> 問25 株式会社の内部監査におけるシステム監査を, システム監査基準 (平成 16 年〉 に基づいて実施する場合の監査責任者及びメンバに関する記述のうち, 適切なものはどれか。
<selection option='ア'> ア あるメンバを, 当該メンバが過去に在籍していた部門に対する監査に従事させる場合, 一定の期間を置く。 </selection>
<selection option='イ'> イ 監査責任者は, 当該株式会社の株主に限る。 </selection>
<selection option='ウ'> ウ 監査部門の在籍期間につぃて, メンバの場合は制限がないが, 監査責任者の場合は会社法における監査役の任期を下回ってはならない〟 </selection>
<selection option='エ'> エ メ ンバの給与その他の報酬の水準は, 監査部門に在籍中は引き下げてはならない。 </selection>
</question>