If F is a function from a set X to a set Y, then F is not onto if, and only if,_____
To fill the blank in the statement “If is a function from a set to a set , then is not onto if, and only if, _____.”
is a function defined from a set to a set .
Let be an onto function from to .
Then for every belongs to , there exists belong to
Such that .
If a function is said to be an onto function, for every element in the co-domain, there should be a unique element in the domain
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