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NEW QUESTION: 1
Which two statements are correct about establishing a chassis cluster with IPv6? (Choose two.)
A. IPsec site-to-site VPNs over IPv6 are supported.
B. IPv6 address book entries can be used.
C. Only an active/passive cluster can be deployed.
D. Dual-stacked interface addresses are allowed.
Answer: B,D

NEW QUESTION: 2
Click on the calculator icon in the upper left corner.
An eight-disk RAID 6 set has a stripe size of 192 KB. What is the stripe depth?
A. 48 KB
B. 64 KB
C. 24 KB
D. 32 KB
Answer: D
Explanation:
RAID Technique - Striping Strip size (also called stripe depth) describes the number of blocks in a strip, and is the maximum amount of data that can be written to or read from a single disk in the set, assuming that the accessed data starts at the beginning of the strip. All strips in a stripe have the same number of blocks. Having a smaller strip size means that the data is broken into smaller pieces while spread across the disks.
Stripe size is a multiple of strip size by the number of data disks in the RAID set. For example, in a five disk striped RAID set with a strip size of 64KB, the stripe size is 320 KB (64KB x 5).
Stripe width refers to the number of data strips in a stripe. Striped RAID does not provide any data protection unless parity or mirroring is used.
For parity RAID, the stripe size calculation does not include the parity strip. For example in a five (4 + 1) disk parity RAID set with a strip size of 64 KB, the stripe size will be 256 KB (64 KB x 4).
Calculation RAID6 = 2x Parity 8 Disk RAID-6 Set = 6 Data + 2 Parity Strip Size = 192KB / 6 = 32KB
EMC E10-001 Student Resource Guide. Module 3: Data Protection - RAID

NEW QUESTION: 3
Refer to the exhibit.

Given a point dataset of the United States with the following attributes:
-State Name -Elevation -Population -Capital
Which two analyses can be performed on the dataset? (Choose two)
A. dissolve points by state name
B. determine the aspect of each city
C. summarize statistics on numeric attributes
D. density the points to show smaller cities
Answer: C