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NEW QUESTION: 1
A. Option B
B. Option A
C. Option D
D. Option C
Answer: B
NEW QUESTION: 2
For each of the following statements, select Yes if the statement is true. Otherwise, select No.
NOTE: Each correct selection is worth one point.
Answer:
Explanation:
NEW QUESTION: 3
Refer to the exhibit.
What is the missing step in deploying a Docker container to lOx?
A. Log in to Device Manager.
B. Build the package.yam! file.
C. Build the package.cert file to sign the app ,
D. Pull/push the image to the Docker registry,
Answer: B
Explanation:
Explanation
Reference :
https://www.cisco.com/c/en/us/support/docs/routers/1101-industrial-integrated-services-router/214383-build-and
https://www.ciscolive.com/c/dam/r/ciscolive/apjc/docs/2017/pdf/DEVNET-2039.pdf
NEW QUESTION: 4
VPNで2要素認証を実装するのは次のうちどれですか。
A. ユーザー名、パスワード、ソースIP
B. 送信元および宛先IPアドレス
C. HOTPトークンとログオン資格情報
D. 公開鍵と秘密鍵
Answer: A
Explanation:
What is the process for logging in?
Setting up two-factor authentication for a user for the first time:
1. A user will go to the URL given to them by OT support and enter their username and password.
2. After logging in, they'll be prompted to input their phone number and verify it with a simple phone call or text message.
3. The next step is to install Duo Mobile, a smartphone app that generates passcodes and supports Duo Push (on iPhone and Android).
4. After installing the app, it needs to be activated in order to be linked to the user's account.
5. Lastly, the user is shown a success message and the login prompt that they'll normally see when logging in.
To connect via VPN using two-factor authentication after set-up:
Go to the URL and login with their username and password.
1. Choose which authentication method: Duo Push, phone call, text or passcode.
2. If they choose Duo Push, a notification will be sent to their phone. They simply have to select the "Approve" button to redirect their browser to the SSL VPN ser-vice homepage.
3. Then they can launch "Tunnel Mode" to direct traffic through their VPN.
4. See What are the authentication choices? for more information on how each method works.