Statements: A > B, B ≥ C, and C > D. Which conclusion must be true? A Cannot determine B
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Chapter 9: Inequalities and Comparison Reasoning (Set-4)
Statements: A > B ≥ C. Conclusion: A ≥ C. What is correct? A Always false B Always true C
Continue readingChapter 9: Inequalities and Comparison Reasoning (Set-3)
If A > B and B ≥ C, which statement must be true? A A > C B A =
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If A ≥ B and B < C, what is the relation between A and C? A A > C
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If A > B and B > C, which relation must be true? A A = C B A <
Continue readingChapter 8: Syllogism and Statement Logic (Set-5)
Statements: All A are B. All B are C. Some C are not D. Which conclusion is definitely true? A
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Statements: All Doctors are Graduates. Some Graduates are Teachers. Which conclusion is definite? A Some Doctors teachers B Some Teachers
Continue readingChapter 8: Syllogism and Statement Logic (Set-3)
If “No A are B” is true, which overlap is allowed between A and B? A Full overlap allowed B
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In a standard categorical syllogism, the conclusion contains how many terms? A One term only B Two terms only C
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In a categorical statement, the word “All” usually shows which type of quantity? A Particular quantity B Negative quantity C
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