Mathematics

Mathematics

Problem

Consider the relation R={(1,2),(2,3),(1,4)}R=\{(1,2),(2,3),(1,4)\} defined from {1,2}\{1,2\} to {2,3,4}\{2,3,4\}. Which of the following correctly states whether RR is a function and why? a) RR is a function because every element of the codomain appears at most once. b) RR is a function because each element of the domain has at least one image in the codomain. c) RR is not a function because the input 11 is associated with two different outputs. d) RR is not a function because the output 33 is used only once.

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