3. An internet provider reviews data on users of its services. It compares users' names (input, x) tothe corresponding internet IP address used by each user (output, y). The relationship betweenthe two variables is found to be a function.a.) Describe the domain, range, and codomain of this relationship in the context of the problem.b.) What does it mean for this relationship to be a function, in the context of the problem?c.) The company finds the function is onto, but it is not one-to-one. Describe exactly what thismeans in the context of the problem. 4. Suppose we impose a relation on the set of natural counting numbers,N = {1,2,3.. }, such thatR = {(x, y)|x y - 1 = 1 }.a.) Using words and symbols, describe what types of values will get pairedtogether in this relation. Be as specific as possible. You are encouraged to lookat some sample pairs in R so that you can more clearly see what the relationshipbetween the elements of the pair are. (Keep in mind that this step does a lot ofthe logical work for parts b) through d), below!)b.) Determine whether or not this relation has the reflexive property.c.) Determine whether or not this relation has the symmetric property.d.) Determine whether or not this relation has the transitive property.

Name: 3. An internet provider reviews data on users of its services. It com
Uploaded: 2024-03-20T06:38:44.000Z
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Description: 3. An internet provider reviews data on users of its services. It compares users' names (input, x) tothe corresponding internet IP address used by each user (output, y). The relationship betweenthe two variables is found to be a function.a.) Describ