QUESTION
5. How does one create a Venn diagram of the statement âAll S are Pâ? (Points : 1)Shade the area inside the P circle but outside the S circle.Put an âxâ in the intersection of the S and P circles.Shade the area inside of the S circle but outside of the P circle.Put an âxâ on each side of the line at the edge of the P circle within the S circle.Question 6.6. What is the converse of the statement âSome desks are not chairsâ? (Points : 1)Some desks are chairs.Some chairs are desks.Some chairs are not desks.Some non-chairs are desks.None of theseQuestion 7.7. A proposition in logic is __________. (Points : 1)a sentencethe meaning of a claima questiona commandNone of theseQuestion 8.8. In logic, arguments are best described as __________. (Points : 1)requiring someone to win and someone to loseproviding reasons for a conclusiona dispute involving angera debate over something no one believesNone of theseQuestion 9.9. You may know that an argument is valid if its Venn diagram shows which of the following? (Points : 1)Both subject and predicateSubject term onlyPredicate term onlyNeither termQuestion 10.10. An argument is deductive __________. (Points : 1)if it moves from the general to the particularif it moves from the particular to the generalif it presents itself in relation to a hypothesisif it presents itself as being validNone of theseQuestion 11.11. âAll bumblebees are smooglewumpsâ is which type of statement? (Points : 1)Universal affirmativeUniversal negativeParticular affirmativeParticular negativeNone of these
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