JEE Main 20205 Sep, Morning shiftMathematicsEasyMathematical Reasoning115× since 2008The negation of the Boolean expression x ↔\leftrightarrow↔ ~ y is equivalent to :AOption A. (x∧y)∨(∼x∧∼y)\left( {x \wedge y} \right) \vee \left( { \sim x \wedge \sim y} \right)(x∧y)∨(∼x∧∼y)BOption B. (∼x∧y)∨(∼x∧∼y)\left( { \sim x \wedge y} \right) \vee \left( { \sim x \wedge \sim y} \right)(∼x∧y)∨(∼x∧∼y)COption C. (x∧y)∧(∼x∨∼y)\left( {x \wedge y} \right) \wedge \left( { \sim x \vee \sim y} \right)(x∧y)∧(∼x∨∼y)DOption D. (x∧∼y)∨(∼x∧y)\left( {x \wedge \sim y} \right) \vee \left( { \sim x \wedge y} \right)(x∧∼y)∨(∼x∧y)CheckSkip · show solution
