Question: PYTHON TOPIC: Functions Recall from lecture that a function is a relation in which the domain of inputs' yields one, and only one, output, or

PYTHON TOPIC: Functions Recall from lecture that a function is a relation PYTHON

TOPIC: Functions Recall from lecture that a function is a relation in which the domain of inputs' yields one, and only one, output, or 'image. Part One Use Python to prove the following relations x and f) is a legit function, and, if so, is it urjective or injective. x01 1234 x) 3 3 241 Part Two Use the random method to create two lists of four elements per list, list A and list B. Then check to see whether the relation from set A to set B is a function. TOPIC: Functions Recall from lecture that a function is a relation in which the domain of inputs' yields one, and only one, output, or 'image. Part One Use Python to prove the following relations x and f) is a legit function, and, if so, is it urjective or injective. x01 1234 x) 3 3 241 Part Two Use the random method to create two lists of four elements per list, list A and list B. Then check to see whether the relation from set A to set B is a function

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