Determine Whether the Relation Is Also a Function A) Function
B) Not a Function

question 247

Multiple Choice

Determine whether the relation is also a function.
- $\begin{array} { l l l } \text { First Set: } & \text { Correspondence } & \text { Second Set: } \\\text { Input } & & \text { Output } \\\text { Class of } & \text { Days late } & \text { Set of whole } \\\text { students } & & \text { numbers }\end{array}$

• A) Function
• B) Not a function

---

Definitions:

Consequent

In logic, the latter part of a conditional statement, the outcome or result that follows the condition specified in its antecedent.

Antecedent

In logic and grammar, the preceding statement or element that provides the context for a subsequent statement or element.

Proposition

A statement or assertion that expresses a judgment or opinion, or in logic, the content of an assertion that can be true or false.

Standard Form

A recognized format for presenting arguments or statements in a structured and consistent manner.