CELUI Pe.
1. Which of the following is the converse of the statement "If you are in Luneta, then
you are in Manila."?
A. If you are in Manila, then you are in Luneta.
B. If you are not in Manila, then you are not in Luneta.
C. If you are not in Luneta, then you are not in Manila.
D. If you are in Luneta, then you are not in Manila.
2. What is the other term for a conditional statement?
A. Sentence
C. Hypothesis
B. Conclusion
D. Implication
3. Which is the correct inverse of the statement: "If you do not want to catch the
virus, wear a face mask."?
A. If you want to catch the virus, do not wear a face mask.
B. If you do not want to catch the virus, do not wear a face mask.
C. If you do not wear a face mask, you want to catch the virus.
D. If you wear a face mask, you do not want to catch the virus.
4. How do you form the converse of a conditional statement?
A. Take the negation of both the hypothesis and the conclusion.
B. Interchange the hypothesis and the conclusion of the inverse
statement.
C. Interchange the hypothesis and the conclusion of a conditional
statement.
D. None of the above.
5. In symbols, which of the following represents the inverse of a statement?
C. ---
A. p 9
D. ---
B. G-P

Question

05-03-2021
Math

Answered

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CELUI Pe.
1. Which of the following is the converse of the statement "If you are in Luneta, then
you are in Manila."?
A. If you are in Manila, then you are in Luneta.
B. If you are not in Manila, then you are not in Luneta.
C. If you are not in Luneta, then you are not in Manila.
D. If you are in Luneta, then you are not in Manila.
2. What is the other term for a conditional statement?
A. Sentence
C. Hypothesis
B. Conclusion
D. Implication
3. Which is the correct inverse of the statement: "If you do not want to catch the
virus, wear a face mask."?
A. If you want to catch the virus, do not wear a face mask.
B. If you do not want to catch the virus, do not wear a face mask.
C. If you do not wear a face mask, you want to catch the virus.
D. If you wear a face mask, you do not want to catch the virus.
4. How do you form the converse of a conditional statement?
A. Take the negation of both the hypothesis and the conclusion.
B. Interchange the hypothesis and the conclusion of the inverse
statement.
C. Interchange the hypothesis and the conclusion of a conditional
statement.
D. None of the above.
5. In symbols, which of the following represents the inverse of a statement?
C. ---
A. p 9
D. ---
B. G-P

Sagot :

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