Let be a function. True or false? A sufficient condition for f to be one-to-one is that for every element y in Y. there is at most one x in X with . Example your answer.
Whether the given statement, “A Sufficient condition for to be one-to-one is that for all elements , there is at most one with ” is true or false.
be a function.
A function is said to be one-to-one function if, and only if, each element in the codomain of F is the image of at most one element in the domain of F.
One to one function: The function is said to be an one-to-one function if every element in the co-domain of the function has at most one corresponding value in the domain such that where
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