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A function is injective if each A has a different corresponding value of B
It is possible to have values of B that are left over. There does not have to be a value of A for every value of B, but there does have to be a different value of B for every value of A.
Surjective means that every B value has a value of A that corresponds to it. In this case, it is possible to have more than one value of A that points to a value of B, just so that all values of B are accounted for.
Bijective means that the function has both of these characteristics. Both injective and surjective.
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