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NEW QUESTION: 1
You are a member of a Microsoft Office 365 group named Sales. You create a proposal for a customer by using Word Online.
All team members must be able to review and make changes to the proposal at the same time. After the proposal is completed, you must share the final document with the customer in read-only format.
You need to ensure that the customer sees the most recent versions of the document.

Answer:
Explanation:

Explanation:
References:
https://docs.microsoft.com/en-us/office365/admin/setup/set-up-file-storage-and-sharing?view=o365-worldwide

NEW QUESTION: 2
A network technician is considering opening ports on the firewall for an upcoming VoIP PBX implementation. Which of the following protocols is the technician MOST likely to consider? (Choose three.)
A. SIP
B. ICMP
C. H.323
D. IPSec
E. SMB
F. RDP
G. RTP
H. NTP
Answer: A,C,G

NEW QUESTION: 3
Joe, the system administrator, is performing an overnight system refresh of hundreds of user computers. The refresh has a strict timeframe and must have zero downtime during business hours. Which of the following should Joe take into consideration?
A. A plan that skips every other replaced computer to limit the area of affected users.
B. A back-out strategy planned out anticipating any unforeseen problems that may arise.
C. A disk-based image of every computer as they are being replaced.
D. An offsite contingency server farm that can act as a warm site should any issues appear.
Answer: B

NEW QUESTION: 4
Paul is a project manager for an industrial design project. The project has a 60% chance of making the company $230,000 over the next year. It has a 40% chance of costing the company $150,000. What's the project's EMV?
A. $60,000
B. $230,000
C. $138,000
D. $78,000
Answer: D
Explanation:
$230,000 x 0.70 = $ 138,000 savings, and $150,000 x 0.40 = -$60,000 expenses. Add them together and you get $78,000. When you calculate EMV, anything that saves your project money is counted as positive, and anything that costs it money is negative. Multiply each by the probability and add them together.