Based on the course code PHIL1068 at The University of Hong Kong (HKU), this usually refers to the course "Critical Thinking and Logic" (or simply "Logic"). This is a flagship introductory course in the Department of Philosophy, popular among students from various faculties (Arts, Business, Science, etc.) because it covers formal logic and argument analysis.
If you are looking for an "interesting report" related to this course, you are likely looking for a sample paper topic, a summary of a key logical paradox, or a real-world application of the logic taught in the course.
Here is a sample "mini-report" focusing on one of the most captivating topics covered in PHIL1068: The Paradox of the Heap (Sorites Paradox). This topic is frequently used in assignments to test students' understanding of vagueness and logical validity.
PHIL1068 is notorious for "imposter syndrome"—feeling that everyone else understands Hegel or Heidegger except you. A study group allows you to test your explanations on peers. If you can explain Kant’s categorical imperative to a biology major, you understand it.
PHIL1068 is not a self-help class. It is a rigorous but supportive introduction to philosophy’s oldest question. For any HKU student willing to read carefully and write reflectively, it offers a rare chance to step back from grades, internships, and social pressure—and ask what all of it is for. Most students leave less certain of easy answers, but more confident in asking the question well.
Note: Course details (instructors, assessment, exact readings) change from semester to semester. Always check the latest HKU Course Catalog and the Philosophy Department’s syllabus for the current offering.
In the halls of The University of Hong Kong (HKU) , there’s a legendary academic "trial" that many students face: PHIL1068: Elementary Logic
. This course isn't just about truth tables or predicates; for many, it’s a story of isolation and intellectual survival. The Lone Quest for Truth Unlike the buzzing lecture halls of HKU, is often a self-study course
. There are no lectures to hide in and no tutorials to guide you. It’s just you, your textbook, and the digital void of an online forum. The story usually begins with a student thinking, "It's just logic, how hard can it be?"
—only to find themselves at 3:00 AM staring at a "Well-formed formula" (WFF) that looks more like an alien transmission than a sentence. The "All-or-Nothing" Midterm The climax of every PHIL1068 semester is the Midterm in LE1
. There are no makeup exams. It is a high-stakes moment where students who have been studying in silos finally see their "fellow survivors." The silence in the room is heavy with the mental strain of identifying validity and soundness amidst a sea of symbols. The Survival Rules
To make it through this HKU rite of passage, students often follow an unwritten code: The Collaboration Paradox:
You are permitted to discuss problems, but you must write your derivations alone. It’s a delicate dance of helping friends without failing for plagiarism. The Race Against the 10%:
Every day a problem set is late, 10% of the grade vanishes. In the world of PHIL1068, time is the ultimate logical constant. The Logic Trap: phil1068 hku
Because it's open to all faculties, you'll see engineering students who think it's "too easy" and arts students who think it's "too math-heavy." Both are usually humbled by the first derivation exercise.
Ultimately, the "story" of PHIL1068 is one of clarity. By the end, students find that their ability to think systematically
has changed. They no longer see arguments—they see structures. or a breakdown of the current semester's syllabus
This paper provides an overview of PHIL1068: Elementary Logic
at The University of Hong Kong (HKU), a foundational course designed to equip students with the systematic tools of formal reasoning. The University of Hong Kong (HKU) PHIL1068: Foundations of Elementary Logic at HKU 1. Course Overview PHIL1068 is a 6-credit introductory course offered by the HKU Department of Philosophy . It serves as a comprehensive introduction to formal logic
, which uses symbolic notation to analyze arguments and reasoning systematically. The University of Hong Kong (HKU) Key delivery features include: Self-Study Model
: Traditionally, the course is web-based and self-study, with all teaching materials available online. No Prerequisites
: It is suitable for students from any faculty and requires no prior knowledge of mathematics or logic. Learning Objectives
: The course aims to improve rational and systematic thinking by teaching students how to construct and evaluate arguments using formal symbols. The University of Hong Kong (HKU) 2. Core Curriculum and Topics
The syllabus generally covers two primary systems of formal logic: Sentential Logic (SL) Predicate Logic (PL) Course Hero Basic Logical Concepts
: Introduction to statements, argument identification, validity, and soundness. Sentential Logic (SL) Syntax & Semantics
: Understanding well-formed formulas and logical connectives. Evaluation Methods
: Using truth tables to determine entailment and logical properties. Natural Deduction Based on the course code PHIL1068 at The
: Learning derivation rules and strategies for formal proofs. Predicate Logic (PL) Quantifiers & Identity : Expanding logic to include "all" ( ) and "some" ( there exists Advanced Derivations
: Applying natural deduction to monadic and general predicate logic. Course Hero 3. Assessment and Requirements
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
A Comprehensive Guide to PHIL1068: Elementary Logic at HKU PHIL1068: Elementary Logic is one of the most popular and foundational elective courses offered by the Department of Philosophy at The University of Hong Kong (HKU). Whether you are a Philosophy major, a Computer Science student looking to sharpen your algorithmic thinking, or simply a student from any faculty seeking to improve your reasoning skills, this course offers a rigorous yet accessible introduction to the world of formal symbolic logic.
Below is an in-depth exploration of what to expect from PHIL1068, its curriculum, and how to succeed. 1. Course Overview and Format
PHIL1068 is a 6-credit course designed to introduce students to the systematic study of reasoning. Unlike traditional lecture-heavy courses, PHIL1068 has historically been offered as a web-based self-study course.
Self-Paced Learning: All teaching materials, including instructional videos and online exercises, are available via the course website or Moodle.
No Mandatory Lectures: While there are typically no required weekly lectures or tutorials, optional consultation sessions and online forums are provided for students who need assistance with complex problem sets.
Prerequisites: There are no prior knowledge requirements in mathematics or philosophy. However, students who have already taken similar logic courses like PHIL1006 or PHIL2510 are generally barred from enrolling. 2. The Curriculum: What You Will Learn
The course is a comprehensive introduction to First-Order Logic, divided into two primary sections: Sentential (Propositional) Logic and Predicate Logic. Part A: Sentential Logic (SL)
This section focuses on arguments involving logical connectives such as "and," "or," "not," and "if…then". Key topics include:
Syntax and Semantics: Learning the formal "grammar" of logical symbols and how they map to truth values.
Truth Tables: A mechanical method for evaluating the validity of arguments by testing every possible scenario. Summarize main findings
Natural Deduction: A system of proof where you derive a conclusion from premises using specific rules of inference. Part B: Predicate Logic (PL)
This advanced section introduces quantifiers like "all," "some," and "none," allowing for the analysis of more complex arguments that SL cannot handle. Quantifiers and Variables: Understanding terms like ∀for all (universal) and ∃there exists (existential).
Identity: Learning how to use logic to express concepts of "sameness".
Advanced Natural Deduction: Applying proof techniques to quantified statements. 3. Assessment and Grading
The assessment structure for PHIL1068 is designed to test your ability to apply logical rules accurately through problem-solving rather than essay writing. PHIL 1068 Reading - Philosophy@HKU
I’d be happy to help you with a report for PHIL1068 at HKU (The University of Hong Kong). However, I don’t have access to current or past course syllabi, lecture content, or internal university systems. To provide a useful and accurate report, I need more details from you.
Could you please clarify:
What type of report you need?
The full course title (if known) – PHIL1068 often refers to an introductory or theme-based philosophy course (e.g., Philosophy and Human Nature, Moral Philosophy, or Introduction to Political Philosophy – but it varies by semester).
Specific topics, readings, or philosophers covered (e.g., Plato, Aristotle, Kant, utilitarianism, free will, personal identity, justice, etc.).
Any guidelines from your instructor (word count, format, citation style – APA, MLA, Chicago, etc.).
Once you provide these details, I can help you structure the report, outline arguments, summarize philosophical positions, or even draft sections. For now, here’s a general template for a philosophy report at HKU:
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