llustrate the behaviour of the Best Fit memory allocation algorithm for the following set of processes and their respective requirements on a memoryblock of size 128KB:a)b) 2 8c)d)e)3513Which option represents the FINAL state of your memory allocation graph?The shaded sections ) represent "Occupied Memory".Unshaded sections ) represents "Free Memory".233515215108258 21335252Process IDP1P225P3P4DeallocateDeallocatePSP6DeallocateP73025303030Size of Process in KB20 kb15 kb10 kb25 kbP1P38 kB30 kbP215 kb151530351525251381318

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Answered: lustrate the behaviour of the Best Fit…

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Programming Language Pragmatics, 4th Edition
Assume we have a free space management system as described in the book, for example one used to provide us with virtual addresses on the heap (with physical addresses handled by a much simpler system since we assume paging). Assume the system uses the following very simple rules; A memory request traverses the free list, and finds the first block large enough to handle the request (i.e., the first fit algorithm from the book). It then: Splits the block into 2 pieces: The first piece will be the requested size + 1k (for a header). The second will be the remaining The first piece will be returned to the caller, but the address returned will be the address of the memory for the user, that is the header + 1k The second will be put back into the linked list If there's insufficient contiguous memory, the allocation will fail (return 0) Free memory is stored as a linked list in address order Assume we start with a single contiguous block of FREE memory of size 64k starting at location…
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You are given an array A of n>1 integers (not necessarily sorted) and your goal is to given an efficient divide and conquer algorithm for the following problem. Note that your divide and conquer algorithm should not use sorting as a subroutine (see questions below). (a) To find if there are two integers in A whose product is exactly t. If so, return True, otherwise return False.
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