A Question Concerning Bernard Lonergan’s “Questions for Intelligence” and “Questions for Reflection”

According to Bernard Lonergan, “questions fall into two main classes. There are “questions for reflection,” and they may be met by answering ‘Yes’ or ‘No’. There are “questions for intelligence,” and they may not be met by answering ‘Yes’ or ‘No’.” (Lonergan, Insight, 271-272) A “question for intelligence” asks ‘What?’, ‘Why?’, ‘How?’, and ‘What for?’. A “question for reflection” asks “whether our answers to the previous type of question are true or false, certain or only probable.” (Lonergan, Reality, Myth, Symbol, 1) With this distinction in mind, we can proceed by asking whether the following question is itself a “question for reflection” or a “question for intelligence”:

“Is the answer to this question, ‘No’?”

The above question is a ‘Yes’ or ‘No’ question, and so it appears to be a “question for reflection” and not a “question for intelligence.” Indeed, as Lonergan says, it is incoherent to answer a “question for intelligence” with a mere ‘Yes’ or ‘No’. By contrast, “questions for reflection” are those questions which are met by answering ‘Yes’ or ‘No’. Indeed, “questions for reflection” can only be answered with ‘Yes’ or ‘No’; they involve phrases like, “Is it so?” and “Is it probably so?”. However, if we declare the question, “Is the answer to this question, ‘No’?” to be a “question for reflection,” we find that it cannot be met by answering ‘Yes’ or ‘No’—on pain of contradiction—and this contradicts our assertion that such a question is a “question for reflection.” We can illustrate this by examining the question in detail: 

“Is the answer to this question, ‘No’?”

If the answer to the question is ‘Yes’, then the answer to the question is ‘No’. But if the answer to the question is ‘No’, then the answer to the question is ‘Yes’. Since the question, “Is the answer to this question, ‘No’?”, cannot be met by ‘Yes’ or ‘No’ without contradiction, it follows that it is not a “question for reflection.” If it is objected that a question cannot refer to itself, we can reply that there are many questions that refer to themselves and are perfectly meaningful. Take, for example, the following question.

“Is the answer to this question, ‘Yes’?”

The above question is a “question for reflection” that not only references itself, but also can be answered without contradiction—it can be met by a simple ‘Yes’. We can also illustrate the same paradox that we outlined above by invoking two distinct questions rather than just one:

“Is the answer to the following question, ‘No’?”

“Is the answer to the preceding question, ‘Yes’?”

Let’s label the top question with the letter, A, and let’s label the bottom question with the letter, B. On the one hand, if the answer to A is ‘Yes’, then the answer to B must be ‘No’; however, if the answer to B is ‘No’, then the answer to A must be ‘No’—and this contradicts the original answer to A as being ‘Yes’. On the other hand, if the answer to A is ‘No’, then the answer to B must be ‘Yes’; however, if the answer to B is ‘Yes’, then the answer to A must be ‘Yes’—and this contradicts the original answer to A as being ‘No’. If it is objected that A and B are not “questions for reflection” at all since each has its meaning only in relation to the other, we can provide an instance of two more questions: 

“Is the answer to the following question, ‘Yes?”

“Is the answer to the preceding question, ‘Yes’?”

The above questions have their respective meanings only in relation to the other and can be answered without contradiction—both can be met by a simple ‘Yes’.