5. Construct a valid argument with the following characteristics: The conclusion can be symbolized with the expression: (Vx) (Ax = Bx) = (Ca V Cb) (you must define the meanings of Ax, Bx, Cx) . . Have at least 4 premises and 5 predicates Contains at least one universal proposition, one particular proposition and two singular propositions (different from those of the conclusion) The argument must be expressed in natural language, then symbolize it and make the formal proof of validity. What premise would you add, remove, or change to transform your valid argument to an invalid argument? 5. Construct a valid argument with the following characteristics: The conclusion can be symbolized with the expression: (Vx) (Ax = Bx) = (Ca V Cb) (you must define the meanings of Ax, Bx, Cx) . . Have at least 4 premises and 5 predicates Contains at least one universal proposition, one particular proposition and two singular propositions (different from those of the conclusion) The argument must be expressed in natural language, then symbolize it and make the formal proof of validity. What premise would you add, remove, or change to transform your valid argument to an invalid argument