The FORMAT of the solution is to be as given in that "Word" file? Since you want to prove "not a" by contradiction, start with its contradiction: "not(not a)= a". Then see what follows from "a". For example, you are given "(not d) or c implies (not a)". The contrapositive of that is "a implies not((not d) or c)" which is the same as "a implies (d and (not c)"