MathematicsMedium115×since 2008Q4420Consider the following statements: P : Ramu is intelligent. Q : Ramu is rich. R : Ramu is not honest. The negation of the statement "Ramu is intelligent and honest if and only if Ramu is not rich" can be expressed as:A((P∧(∼R))∧Q)∧((∼Q)∧((∼P)∨R))((P \wedge(\sim R)) \wedge Q) \wedge((\sim Q) \wedge((\sim P) \vee R))((P∧(∼R))∧Q)∧((∼Q)∧((∼P)∨R))B((P∧R)∧Q)∨((∼Q)∧((∼P)∨(∼R)))((P \wedge R) \wedge Q) \vee((\sim Q) \wedge((\sim P) \vee(\sim R)))((P∧R)∧Q)∨((∼Q)∧((∼P)∨(∼R)))C((P∧R)∧Q)∧((∼Q)∧((∼P)∨(∼R)))((P \wedge R) \wedge Q) \wedge((\sim Q) \wedge((\sim P) \vee(\sim R)))((P∧R)∧Q)∧((∼Q)∧((∼P)∨(∼R)))D((P∧(∼R))∧Q)∨((∼Q)∧((∼P)∨R))((P \wedge(\sim R)) \wedge Q) \vee((\sim Q) \wedge((\sim P) \vee R))((P∧(∼R))∧Q)∨((∼Q)∧((∼P)∨R))Check answerSkip