Applying What You’ve Learned Use the following table of student information to determine whether the statements in Exercises 35 − 40 are true or false. If a statement is false, explain why it is false using rules of quantifiers that we have developed. For example, the statement “All sophomores are on scholarship” is false because “There exists a sophomore (Stephen) who is not on scholarship.” Name Year Scholarship Athlete Commuter Lennox Freshman Yes Yes No Marilu Freshman No No Yes Stephen Sophomore No Yes Yes Omarosa Junior Yes No No Tito Sophomore Yes Yes Yes Nadia Sophomore Yes Yes No Piers Junior Yes No Yes No athletes are commuters.
Applying What You’ve Learned Use the following table of student information to determine whether the statements in Exercises 35 − 40 are true or false. If a statement is false, explain why it is false using rules of quantifiers that we have developed. For example, the statement “All sophomores are on scholarship” is false because “There exists a sophomore (Stephen) who is not on scholarship.” Name Year Scholarship Athlete Commuter Lennox Freshman Yes Yes No Marilu Freshman No No Yes Stephen Sophomore No Yes Yes Omarosa Junior Yes No No Tito Sophomore Yes Yes Yes Nadia Sophomore Yes Yes No Piers Junior Yes No Yes No athletes are commuters.
Solution Summary: The author analyzes whether the statement "No athletes are commuters" is true or false using the given table. If true, all entries under the column "Athlete" with label "Yes" should also have a label
Use the following table of student information to determine whether the statements in Exercises
35
−
40
are true or false. If a statement is false, explain why it is false using rules of quantifiers that we have developed. For example, the statement “All sophomores are on scholarship” is false because “There exists a sophomore (Stephen) who is not on scholarship.”
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