A 13th-century student at the University of Paris is writing on a theological question using the scholastic method as formalized by Aquinas. Which approach best describes what he would do?
AState only the authoritative Church position, since theological questions cannot be subjected to rational scrutiny
BState a question, present the strongest objections to his conclusion, give his answer, then systematically reply to each objection in turn
CState only Aristotle's position, since Aristotle was treated as the supreme authority on all questions in the medieval university
DCollect and list all available textual authorities without attempting to resolve the contradictions between them
The canonical scholastic format — visible in Aquinas's Summa Theologiae — requires presenting the opposing view at its strongest before defending your own position. This is the quaestio: state the question, list objections (often including the best argument against your conclusion), state your position (sed contra), provide the main response, and then reply to each objection individually. Option D describes what Abelard's Sic et Non did to expose the problem the scholastic method was designed to solve: listing contradictions without resolving them was inadequate. Option A inverts the method's purpose — the whole point was to use reason to defend and articulate doctrine, not just assert it.
Question 2 Multiple Choice
William of Ockham's use of scholastic logic to challenge papal authority in the 14th century demonstrates which feature of the scholastic method?
AThat the method was fundamentally designed to support Church doctrine and could not produce conclusions that challenged it
BThat the method's logical rigor could escape its original doctrinal context and generate conclusions that challenged established institutions
CThat Aristotelian logic was incompatible with Christian theology and inevitably produced heterodox results
DThat the scholastic method was applicable only in academic disputes and had no reach into political or institutional questions
Ockham's challenge illustrates that once you institutionalize rigorous logical argumentation — even toward theologically orthodox goals — the tools can be turned in unexpected directions. Ockham used the same methods of formal argument, premise-examination, and logical deduction that Aquinas had used to defend Church doctrine, but reached conclusions about papal overreach that the Church found threatening. Option A is the common assumption about medieval intellectual life — that it was purely conservative and doctrine-confirming — which the actual history contradicts. The method was designed to reconcile reason and faith, but logical rigor doesn't respect doctrinal boundaries once institutionalized.
Question 3 True / False
The scholastic method required scholars to present and engage seriously with the strongest objections to their thesis before offering their own position, treating opposing arguments as necessary inputs rather than distractions.
TTrue
FFalse
Answer: True
This is the epistemological core of the disputatio format. A scholastic argument that ignored or dismissed the strongest counterarguments was considered formally deficient — not a good argument, but an incomplete one. The objections (often introduced as 'it seems that...') had to be genuine — the best available case against the thesis, not straw men. This is what distinguished the scholastic method from simple authoritative assertion: it institutionalized steelmanning as a methodological requirement. The replies to objections at the end of each article were equally required — you couldn't just list objections and ignore them.
Question 4 True / False
Scholastic method was essentially a system of textual memorization and transmission, aimed at preserving ancient authorities unchanged rather than generating new knowledge through argument.
TTrue
FFalse
Answer: False
This confuses scholasticism with simple textual commentary. The scholastic method was explicitly designed to generate new conclusions by applying Aristotelian logical forms to premises drawn from Scripture, Church Fathers, and Aristotle. When premises conflicted — as Abelard's Sic et Non deliberately exposed — the method required synthesis, not simply listing both. Aquinas derived conclusions in the Summa that neither Aristotle nor Scripture had stated directly, by syllogistic deduction from accepted premises. By the 14th century, thinkers like Ockham were using the same formal apparatus to reach genuinely novel and sometimes heterodox conclusions — evidence that the method was generative, not merely preservative.
Question 5 Short Answer
Describe the canonical structure of a scholastic argument as found in Aquinas's Summa Theologiae, and explain how this format institutionalized doubt in a way that contributed to later scientific reasoning.
Think about your answer, then reveal below.
Model answer: The Summa's structure for each article is: (1) state a question (quaestio); (2) present objections — typically the best arguments against the position Aquinas will defend; (3) state the counter-position (sed contra); (4) give the main body of the response; (5) reply individually to each objection. This structure institutionalized doubt in two ways: it required steelmanning the opposing view (you couldn't argue against a weak version), and it demanded systematic resolution of every objection rather than ignoring inconvenient arguments. The connection to scientific reasoning is the procedural requirement to engage with contrary evidence before concluding — a principle that persists in modern hypothesis testing, peer review, and the convention of presenting alternative explanations before arguing for one's own.
The line to modern science is not direct — scholastic method aimed at reconciling established authorities, not generating new empirical knowledge. But the institutional practice of making explicit premises, formal derivations, and mandatory engagement with objections created a culture of structured argumentation that Renaissance and early modern natural philosophers inherited and transformed. When Galileo wrote dialogues presenting opposing positions before resolving them, or when Newton stated axioms explicitly before deriving theorems, they were working within a culture shaped by scholastic norms of rigorous argument.