Learn the differences between linked allocation, contiguous allocation, and indexed file allocation.
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Learn the differences between linked allocation, contiguous allocation, and indexed file allocation.
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- What are the advantages of the variation of linked allocation that uses a FAT to chain together the blocks of a file?Understand the differences between linked allocation, contiguous allocation, and indexed file allocation.Fill in the following table to differentiate between Contiguous Allocation and Linked Allocation.
- What's the distinction between a clustered index and a sparse index?What's the difference between a clustered and a sparse index?Compute total no of blocks} Consider a file of 8192 records. Each record is 16 bytes long and its key field Is of size 6 bytes. The file is ordered on a key field, and the file organization is unspanned. The file is stored in a file system with block size 512 bytes, and the size of a block pointer is 10 bytes. If the primary index is built on the key field of the file, and a multilevel index scheme is used to store the primary index, number of first-level and second level blocks in the multilovel index are the respectively 16 and 1 b. 32 and 1 16 and 2 8 and 1 c. d.
- Discuss the various file allocation methods used in file systems, such as contiguous allocation, linked allocation, and indexed allocation, highlighting their pros and cons.What is the difference between a clustered index and a sparse index? What are the benefits of using a clustered index?In the context of the same file management system, it is planned to offer a sorted view of files by name. For that purpose, there is a need for a compare function that takes two strings (file names) and returns: 0: if both files are the same -1: if the first string comes alphabetically before the second string 1: if the first string comes alphabetically after the second string Examples: compare (abc, abc) → 0 compare (abc, de) →-1 compare (xyz, abcde) → 1 i. Design the compare algorithm as described above. Use pseudocode to describe your algorithm.