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If p: 2 is an even number, q: 2 is a prime number, r: 2+2=22, then the symbolic statement p⇒(q∨r) means

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Important Questions on Mathematical Reasoning, Binary Operation and Group Theory

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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 2
If p⇒~p∨q is false, the truth values of p and q are respectively
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 3
Which of the following is logically equivalent to ~(~p⇒q)?
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 4
Which of the following is true?
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 5
If p⇒q∨r is false, then the truth values of p, q, r are respectively
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 6
Dual of x+y·x+1=x+x·y+y is
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 7
Negation of the proposition: If we control population growth, we prosper.
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 8
The proposition p→~p∧~p→p is
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Comprehensive Guide to VITEEE Mathematics. Other applicable Exams - JEE Main, BITSAT, SRM JEE, MHT-CET, K-CET, EAMCET, AMU & Other State Engg. Entrance Exams>Chapter 18 - Mathematical Reasoning, Binary Operation and Group Theory>Exercise 2>Q 9
The contrapositive of p∨q⇒r is