Complete the code to declare the maximum resource matrix in Banker's algorithm.
max_resources = [[7, 5, 3], [3, 2, [1]], [9, 0, 2]]
The maximum resource matrix defines the maximum demand of each process. Here, the missing value is 2 to match the example matrix.
Complete the code to calculate the Need matrix in Banker's algorithm.
need = [[max_resources[i][j] - [1][i][j] for j in range(m)] for i in range(n)]
The Need matrix is calculated by subtracting the allocated resources from the maximum resources for each process.
Fix the error in the safety check condition to verify if a process can be safely allocated resources.
if all(need[i][j] <= [1][j] for j in range(m)):
The safety check compares the Need matrix with the Available resources to decide if the process can proceed safely.
Fill both blanks to update the Available resources and Allocation matrix after granting a request.
available = [available[j] - [1][j] for j in range(m)] allocation[process_id] = [allocation[process_id][j] + [2][j] for j in range(m)]
When a request is granted, Available resources decrease by the request amount, and Allocation for the process increases by the same request.
Fill all three blanks to check if the system is in a safe state after resource allocation.
finish = [False] * n work = available.copy() for i in range(n): if not finish[i] and all(need[i][j] <= [1][j] for j in range(m)): work = [work[j] + [2][i][j] for j in range(m)] finish[i] = [3]
The safety algorithm checks if Need is less than or equal to Work (initially Available). If yes, it adds Allocation of that process to Work and marks the process as finished (True).