JEE Main 20199 Jan, Morning shiftMathematicsMediumMathematical Reasoning115× since 2008If the Boolean expression (p ⊕\oplus⊕ q) ∧\wedge∧ (~ p ⊙\odot⊙ q) is equivalent to p ∧\wedge∧ q, where ⊕,⊙∈{∧,∨}\oplus , \odot \in \left\{ { \wedge , \vee } \right\}⊕,⊙∈{∧,∨}, then the ordered pair (⊕,⊙)\left( { \oplus , \odot } \right)(⊕,⊙) is :AOption A. (∨,∧)\left( { \vee , \wedge } \right)(∨,∧)BOption B. (∨,∨)\left( { \vee , \vee } \right)(∨,∨)COption C. (∧,∨)\left( { \wedge , \vee } \right)(∧,∨)DOption D. (∧,∧)\left( { \wedge , \wedge } \right)(∧,∧)CheckSkip · show solution
