II. Read carefully. Encircle the letter of the correct answer. 1. Given that p is the hypothesis and g is the conclusion, then is false when
A p is false and q is true
C. p is true and g is false
B. p is true and q is true
D. p is false and q is false
2. Evaluate the truth value of the statement, "If a square is a rectangle, then rectangle is a square".
A. True, because the hypothesis is true though the conclusion is false
B. False, because although the hypothesis is true but the conclusion is false.
C. True, because both the hypothesis and conclusion are true
D. False, because both the hypothesis and conclusion are false.
3. Which of the following is NOT true about conditional statement?
A. it can only be false if both the hypothesis and conclusion are false.
B. it can only be false if the hypothesis is true and the conclusion is false.
C. it is composed of the if-, and then-, clauses.
D. it can be stated in the form of "If p then q' statement.
4. What are the two parts of a conditional statement?
A converse and conclusion
C. hypothesis and inverse
hypothesis and conclusion
D. inverse and converse
5. What letter denotes for the if-statement or hypothesis of a conditional statement?
B. p
Ci
D. h
6. What is the truth value of the statement when the hypothesis is false and conclusion is false?
A True
C. Not enough information was given
B. False
D. None of the above
A g​