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  • Exam Code: H13-821_V3.0
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  • Exam Code: H13-821_V3.0
  • Exam Name: HCIP-Cloud Service Solutions Architect V3.0
  • Version: V17.95
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  • Exam Name: HCIP-Cloud Service Solutions Architect V3.0
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NEW QUESTION: 1
Which statement is true regarding the UDP checksum?
A. It cannot be all zeros.
B. It is used for congestion control.
C. It is computed based on the IP pseudo-header.
D. It is used by some Internet worms to hide their propagation.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The method used to compute the checksum is defined in RFC 768:
"
Checksum is the 16-bit one's complement of the one's complement sum of a pseudo header of information from the IP header, the UDP header, and the data, padded with zero octets at the end (if necessary) to make a multiple of two octets." In other words, all 16-bit words are summed using one's complement arithmetic. Add the 16-bit values up. Each time a carry-out (17th bit) is produced, swing that bit around and add it back into the least significant bit. The sum is then one's complemented to yield the value of the UDP checksum field.
If the checksum calculation results in the value zero (all 16 bits 0) it should be sent as the one's complement (all 1s).
Reference: http://en.wikipedia.org/wiki/User_Datagram_Protocol

NEW QUESTION: 2
NTO has been using salesforce for sales and service for 10 years. For the past 2 years, the marketing group has noticed a raise from 0 to 35 % in returned mail when sending mail using the contact information stored in salesforce.
Which solution should the data architect use to reduce the amount of returned mails?
A. Have the sales team to call all existing customers and ask to verify the contact details.
B. Use a 3rd party data source to update contact information in salesforce.
C. Delete contacts when the mail is returned to save postal cost to NTO.
D. Email all customer and asked them to verify their information and to call NTO if their address is incorrect.
Answer: B

NEW QUESTION: 3
Drag and Drop Question
Refer to exhibit. Drag and drop the elements from the left onto the correct 5-tuples on the right.


Answer:
Explanation:


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