I am studying and am now stuck on this question. Can anyone help me?

Consider a decision statement in the program code with three conditions a>5,b!=0, and c==0 : if (a>5 \&\& (b!=0c==0)){ // "then" code \} else \{ . // "else" code \} Assuming that the code in either of the branches does not depend on the three variables (there are : more statements over any of a,b, or c inside), show the minimal set of test cases (give appropriate te values for a,b, and c ) required to satisfy the Modified Condition/Decision Coverage criteria. Provic