At its core, PHIL1068 teaches students how to convert natural human language into symbolic notation to analyze arguments objectively. Instead of debating what is true, logic investigates how statements relate to one another and whether conclusions structurally follow from their premises. Students who complete the course will learn to: in everyday language. Distinguish between valid and invalid argument structures.
: Multiple assignments (e.g., 4–5 sets) focusing on truth tables, translations, and derivations.
Assessment typically relies on a combination of coursework and exams rather than a heavy final paper, though specific structures vary by instructor (e.g., Dr. Jennifer Nado or Ka Ho Lam). Common components include: Course Hero
: Regular homework assignments force students to apply abstract logic tools to real language parsing. phil1068 hku
Students learn to use logical connectives: Negation ( ¬logical not ), Conjunction ( ∧logical and ), Disjunction ( ∨logical or ), Conditional ( →right arrow ), and Biconditional ( ↔left-right arrow
To enrol in PHIL1068, consult the and the Department of Philosophy's official website for the most up‑to‑date information on instructors, meeting times, and semester offerings. The ability to think logically is not just an academic skill; it is a lifelong asset. PHIL1068 is your first step toward mastering it.
is one of the most popular introductory courses offered by the Department of Philosophy at the University of Hong Kong (HKU) . It introduces undergraduate students to formal logic, providing a systematic approach to analyzing reasoning and constructing valid arguments through symbolic notation. Open to students across all faculties with no prior math or philosophy prerequisites, it is a foundational course that sharpens critical thinking, clarity, and rational analysis. Course Overview & Core Objectives At its core, PHIL1068 teaches students how to
PHIL1068 (Elementary Logic) at HKU is a highly practical, flexible, and well‑structured introduction to formal logic. Its web‑based self‑study format, free open‑access textbook, and focus on foundational skills make it an excellent choice for students from any academic background. Whether you are a philosophy major looking to sharpen your reasoning, a computer science student interested in the formal underpinnings of computation, or simply a curious learner who wants to think more clearly, PHIL1068 provides the tools you need.
A: Yes. No philosophy background required.
The department enthusiastically welcomes students from to enrol in this course. No prior knowledge of logic or mathematics is required, making it an ideal starting point for students from all academic backgrounds who want to sharpen their reasoning abilities. Distinguish between valid and invalid argument structures
Using truth tables and natural deduction systems to mathematically prove logical consequence. Curriculum Breakdown
Assessment for PHIL1068 has shifted over time. Older descriptions state that the course is assessed , meaning no final examination during the official exam period. However, more recent offerings (such as Summer 2022) included three exams as part of the “coursework” score. Always consult the syllabus for your specific semester, but a representative breakdown from a recent version is: