MathematicsMedium115×since 2008Q4375Let the operations ∗,⊙∈{∧,∨}*, \odot \in\{\wedge, \vee\}∗,⊙∈{∧,∨}. If (p∗q)⊙(p ⊙∼q)(\mathrm{p} * \mathrm{q}) \odot(\mathrm{p}\, \odot \sim \mathrm{q})(p∗q)⊙(p⊙∼q) is a tautology, then the ordered pair (∗,⊙)(*, \odot)(∗,⊙) is :A(∨,∧)(\vee, \wedge)(∨,∧)B(∨,∨)(\vee, \vee)(∨,∨)C(∧,∧)(\wedge, \wedge)(∧,∧)D(∧,∨)(\wedge, \vee)(∧,∨)Check answerSkip