How to determine if a function is bijective?
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A bijective function is one which is both one-one (injection) and onto (surjection).
A function is said to be one-one if in A to B every element of A have different image in B.
A function is said to be onto if codomain of the function is equal to range
A function is said to be one-one if in A to B every element of A have different image in B.
A function is said to be onto if codomain of the function is equal to range
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