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The time complexity of Banker’s algorithm to avoid deadlock having n processes and m resources is
  • a)
    O( m x n )
  • b)
    O(m + n)
  • c)
    O( m2P x n )
  • d)
    O( n2 x m )
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
The time complexity of Banker’s algorithm to avoid deadlock havi...
The time complexity of the banker’s algorithm as a function of number n of processes and m of resources is O(n2xm).
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The time complexity of Banker’s algorithm to avoid deadlock havi...
The time complexity of the Banker's algorithm is O(n*m^2), where n is the number of processes and m is the number of resources. This is because the algorithm iterates over all the processes and resources, and for each process, it checks the available resources and the maximum resource needs. The algorithm may also need to iterate multiple times to find a safe state, which contributes to the time complexity.
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