5. How does one create a Venn diagram of the statement “All S are P”? (Points : 1)
Shade the area inside the P circle but outside the S circle.
Put an “x” 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 “x” 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 “Some desks are not chairs”? (Points : 1)
Some desks are chairs.
Some chairs are desks.
Some chairs are not desks.
Some non-chairs are desks.
None of these
Question 7.7. A proposition in logic is __________. (Points : 1)
a sentence
the meaning of a claim
a question
a command
None of these
Question 8.8. In logic, arguments are best described as __________. (Points : 1)
requiring someone to win and someone to lose
providing reasons for a conclusion
a dispute involving anger
a debate over something no one believes
None of these
Question 9.9. You may know that an argument is valid if its Venn diagram shows which of the following? (Points : 1)
Both subject and predicate
Subject term only
Predicate term only
Neither term
Question 10.10. An argument is deductive __________. (Points : 1)
if it moves from the general to the particular
if it moves from the particular to the general
if it presents itself in relation to a hypothesis
if it presents itself as being valid
None of these
Question 11.11. “All bumblebees are smooglewumps” is which type of statement? (Points : 1)
Universal affirmative
Universal negative
Particular affirmative
Particular negative
None of these
