Using logical operators, it is found that:
A. [tex]\neg E \cap \neg F[/tex]
B. [tex]E \cap F[/tex]
C. [tex]\neg E \cup \neq F[/tex]
D. [tex]E \cup F[/tex]
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- The logical operator and is defined by symbol [tex]\cap[/tex].
- The logical operator or is defined by symbol [tex]\cup[/tex].
- The logical operator not is defined by symbol [tex]\neg[/tex].
- Event E: Day shift.
- Event F: Less than 4 years.
- Event G: Contributes to the retirement plan.
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- At item a, night shift and worked for more than 4 years, thus events negative E and negative F, that is: [tex]\neg E \cap \neg F[/tex]
- At item b, day shift and worked for less than 4 years, thus events E and F, that is, [tex]E \cap F[/tex]
- At item c, night shift or more than 4 years, that is, events negative E or negative F, that is: [tex]\neg E \cup \neq F[/tex].
- At idem d, day shift or less than 4 years, that is, E or F, thus [tex]E \cup F[/tex]
A similar problem is given at https://brainly.com/question/23508811