Let P be the set of all people, dead or alive. Consider the
function f: P\longrightarrow P where, if x is a person in P, then
f(x) is the biological father of x. In order to make this a
well-defined function, we will assume that everyone has one and
only one biological father. Check all of the following statements
that apply.
E. The function $f$ is not 1-1 because there are some people who do not have children. |
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F. The function $f$ is onto because everyone has a father. |
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G. The function $f$ is onto because everyone has only one father. |
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H. The function $f$ is not onto because not every person is a father. |
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I. The function $f$ is not onto because two people could have the same father. |
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J. None of the above statements apply. |
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