PY1012 Reasoning
Academic year
2024 to 2025 Semester 2
Curricular information may be subject to change
Further information on which modules are specific to your programme.
Key module information
SCOTCAT credits
20
SCQF level
SCQF level 7
Planned timetable
5.00 pm - 6.00 pm Mon, Tue, Thu
Module coordinator
Dr M S J Bowen
Module Staff
Team taught
Module description
This module introduces the essential concepts and techniques of critical reasoning, formal propositional logic, and basic predicate logic. Among the central questions are these: what distinguishes an argument from a mere rhetorical ploy? What makes an argument a good one? How can we formally prove that a conclusion follows from some premises? In addressing these questions, we will also cover topics such as argumentative fallacies, ambiguity, argument forms and analyses, induction versus deduction, counterexamples, truth-tables, truth-trees (tableaux), natural deduction, and quantification.
Relationship to other modules
Anti-requisites
YOU CANNOT TAKE THIS MODULE IF YOU TAKE PY1802
Assessment pattern
50% Coursework; 50% exam
Re-assessment
3-hour Written Examination = 100%
Learning and teaching methods and delivery
Weekly contact
3 lectures and 1 tutorial.
Scheduled learning hours
43
Guided independent study hours
157
Intended learning outcomes
- Understand and evaluate the different roles that informal and formal reasoning can play, for an individual or for a group, and gain experience in constructing arguments, evaluating arguments, and responding to them.
- Evaluate informal arguments, to understand and avoid argumentative fallacies, to identify the forms of arguments, and break down a longer argument into steps that can be checked.
- Construct counterexamples to invalid arguments, and to evaluate different options for responding to counterexamples.
- Reconstruct simple arguments in sentential logic and predicate logic and prove whether they are valid or invalid.
- Use the tools of elementary formal logic, including the proof theory and semantics of propositional and first order logic.