Find the converse, inverse and contrapositice of the following statements: A) If today is Monday and it is not raining, then I am going to school. B) (p V ~q) --> ~r **This is also solved by truth tables, please indicate them with the solution you give. **Foe the first statement, convert it into p, q. And traslate it like in part B. Solve and indicate the truth table with that. **If you can\'t include the tables, please email them to abcbiology@live.com. Solution a) p = It is monday q = it is not raining r = I am going to school (p V q) => r Converse ( We simply switch the order) r => (p V q) If I am going to school then today is Monday and it is not raining Inverse ~(p V q) => ~r If it is, not Monday and raining then I am not going to school Contrapostive ~r => ~(p V q) If I am not going to school then it is not monday and raining b) statement (p V ~q) --> ~r Converse ~r => (p V ~q) Inverse ~(p V ~q) --> r (~p V q) --> r Contrapostive r => ~(p V ~q) r => (~p V q).