A one-to-one (injective) function is a relation that map different elements in the domain to different elements in the codomain.
A one-to-one (injective) function is a relation that map different elements in the domain to different elements in the codomain.
This is an example of
A) One-to-One (Injective) Function Mapping
B) Not a One-to-One Function
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A) Not a One-to-One (Injective) Function Mapping
A onto (surjective) function is a relation that map every element of codomain with at least one element in the domain.
A onto (surjective) function is a relation that map every element of codomain with at least one element in the domain.
This is an example of
A) Onto (Surjective) Function Mapping
Fill in the blank
A) Not Onto (Surjective) Function Mapping
A bijective function is a relation which both of one-to-one and onto function is present. Also, a bijective function establishes a perfect one-to-one function.
A bijective function is a relation which both of one-to-one and onto function is present. Also, a bijective function establishes a perfect one-to-one function.