MATH 110 MODULE 9 EXAM
QUESTIONS AND ANSWERS NEW
2026 – PORTAGE LEARNING
VERIFIED A+
◉ Converse Statement.
Answer: Switched conditional statement (B=A)
◉ Inverse Statement.
Answer: Negative conditional statement (-A=-B)
◉ Contrapositive Statement.
Answer: Negative and switched conditional statement (-B=-A)
◉ What is the most common logical error?.
Answer: Assuming that the converse or inverse of a given statement
must be true
◉ What do Existential Quantifiers indicate?.
Answer: The existence of something
◉ What are the key phrases/terms for Existential Quantifiers?.
Answer: Some, at least, there exists
, ◉ What do Universal Quantifiers indicate?.
Answer: That some quality is shared by none of or every item in a set
◉ What are some key terms/phrases for Universal Quantifiers?.
Answer: All, every, none, no
◉ What should be used to negate statements?.
Answer: Use the opposite quantifier
◉ Counter examples prove what false?.
Answer: Statements
◉ What is a set?.
Answer: A collection of items that can be described in words or with
roster notation by using brackets {}
◉ What are Natural Numbers?.
Answer: All numbers zero through infinity
◉ What is the symbol for Natural Numbers?.
Answer:
◉ What is the symbol for Integers?.
QUESTIONS AND ANSWERS NEW
2026 – PORTAGE LEARNING
VERIFIED A+
◉ Converse Statement.
Answer: Switched conditional statement (B=A)
◉ Inverse Statement.
Answer: Negative conditional statement (-A=-B)
◉ Contrapositive Statement.
Answer: Negative and switched conditional statement (-B=-A)
◉ What is the most common logical error?.
Answer: Assuming that the converse or inverse of a given statement
must be true
◉ What do Existential Quantifiers indicate?.
Answer: The existence of something
◉ What are the key phrases/terms for Existential Quantifiers?.
Answer: Some, at least, there exists
, ◉ What do Universal Quantifiers indicate?.
Answer: That some quality is shared by none of or every item in a set
◉ What are some key terms/phrases for Universal Quantifiers?.
Answer: All, every, none, no
◉ What should be used to negate statements?.
Answer: Use the opposite quantifier
◉ Counter examples prove what false?.
Answer: Statements
◉ What is a set?.
Answer: A collection of items that can be described in words or with
roster notation by using brackets {}
◉ What are Natural Numbers?.
Answer: All numbers zero through infinity
◉ What is the symbol for Natural Numbers?.
Answer:
◉ What is the symbol for Integers?.