Let A be a finite set. If f : A  A is a one-one function, show that f is onto also.

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Let A be a finite set. If `f: AvecA` is an onto function, show that `f` is one-one also.Let A be a finite set. If `f: AvecA` is an onto function, show that `f` is one-one also.
"Let `A` be a finite set. If `f: A-A` is an onto function, show that `f` is one-one also.""Let `A` be a finite set. If `f: A-A` is an onto function, show that `f` is one-one also."
"Let `A` be a finite set. If `f: A-A` is a one-one function, show that `f` is onto also.""Let `A` be a finite set. If `f: A-A` is a one-one function, show that `f` is onto also."
Let A be a finite set If f: A rarr A is an onto mapping , show that it is one-one aslo . | 12 | ...Let A be a finite set If f: A rarr A is an onto mapping , show that it is one-one aslo . | 12 | ...
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