Concept:Syllogism uses set relationships to determine logical conclusions from given statements.
Explanation:• Statement 1: No women can vote → The set of women and the set of voters are disjoint.
• Statement 2: Some women are politicians → The sets of women and politicians have an overlap.
• Conclusion I: "Male politicians can vote" – There is no information about males or male politicians in the statements, so this cannot be inferred.
• Conclusion II: "Some politicians can vote" – The politicians who are women cannot vote (from statement 1). Any other politicians (e.g., men) are not discussed, so we cannot conclude that any politician can vote.
• Thus, neither conclusion follows.
Answer:D. if neither I nor II follows