Question: 1. (20 points) Provide a pseudocode and its complexity for the algorithm that determines whether a function from a finite set of elements to another

1. (20 points) Provide a pseudocode and its complexity for the algorithm that determines whether a function from a finite set of elements to another finite set is a bijection. (a) Write a formula for a function which expresses the number of comparisons done for all the elements from the function domain against the elements from the function codomain in the worst case. (b) Classify the algorithm using the big-0 asymptotic notation

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