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HIMALAYA PUBLICATION-MATHEMATICAL REASONING-Question Bank
- The contrapositive of the inverse of p rarr ~q is
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- The converse of the contrapositive p rarr q is
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- The negation of q vv ~(p ^^ r) is
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- The proposition (p rarr ~ p) ^^(~ p rarr p) is a
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- (p ^^ ~ q) ^^(~ p vv q) is
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- The negation of the proposition"If 2 is prime then 3 is odd" is
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- The incorrect statement is
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- The converse of the contrapositive of the conditional p rarr ~q is
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- The negation of p ^^(q rarr ~r) is
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- Which of the following is not true?
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- The negation of p rarr (~ p vv q) is
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- The inverse of the proposition (p ^^ ~q) to r is
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- The negation of the proposition " If a quadrilateral is a square then ...
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- The contrapositive of the statement "if x^{2}-1=q 0 then x=q-1 or (x=q...
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- It is not true that "Roses are yellow implies violets are green" The ~...
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- p harr q is logically equivalent to
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- Let S be a non-empty subset of R . Consider the following statement P:...
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- The statement p rarr(q rarr p) is equivalent to
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- Which of the following statements is a tautology?
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- ~(p vv q) vv(~ p ^^ q) is logically equivalent to
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