Which of the following operator type have highest percidence
- Ternary Operator
- Comma operator
- Bitwise Ex-OR operator
- Procedural operator
- Procedural operator
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x = 5/4+3*2; what will be value of x, In c programing
- 8
- 8.25
- 7
- 0
- 7
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x = 5/4+3/2*1; what will be value of x, In c programing
- 2
- 2.125
- 7
- 1
- option1
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If P(x) is the statement "x²≥0 Determine what will be truth value of ∀xp(x), where Domain is all integer
- Always True
- Always False
- May be True Or False
- None of the above
- Always True
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If P(x) is the statement "x²≥0" and Q(x) is the statement "x²≥x" Determine what will be truth value of ∀xP(x)∧∀xQ(x), where Domain is all integer
- Always True
- Always False
- May be True Or False
- None of the above
- Always True
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Let P(x) is the statement "x spends more than 1 hour every week day in PUBG". , Where Domain for x consists of all gamer.Express the statement using Quantifiers.
- ∃xP(x)
- ∀xP(x)
- P(x)→x
- None of the above
- ∀xP(x)
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If P(x) is the statement "x²=9 Determine what will be truth value of ∃xp(x)? If Domain:{1,2,3}.
- True
- True^False
- False
- None of the above
- True
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If P(x) is the statement "∃x≥0(x²>0)" Determine what is truth value of P(x)? If Domain is Integer.
- False
- True^False
- True
- None of the above
- True
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Which logical statement is equivalents.
- ∀xP(x)∧∀xQ(x) ≡ ∀x(P(x)∧Q(x))
- ∀xP(x)∨∀xQ(x) ≡ ∀xP(x)∨∀xQ(x)
- ∃xP(x)∧∃xQ(x) ≡ ∃x(P(x)∧Q(x))
- None of the above
- ∀xP(x)∧∀xQ(x) ≡ ∀x(P(x)∧Q(x))
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If P(x) is the statement "Every person in my locality has vaccinated" can be written "∀xP(x)" in term of quantification then what will be negation of P(x) in term of quantification.
- ¬∀xP(x)
- ∃x¬P(x)
- Both
- ∃xP(x)
- Both
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