Phil1068 Hku

: Executing complex multi-step proofs requiring quantifier instantiation and generalization rules. Assessment Methods and Grading Scale

There are several compelling reasons to enroll in PHIL1068, regardless of your major.

: Learning derivation rules and strategies for formal proofs. Predicate Logic (PL) Quantifiers & Identity : Expanding logic to include "all" ( ) and "some" ( there exists Advanced Derivations phil1068 hku

Covers basic logical concepts, syntax, and semantics. Key methods include using truth tables to evaluate validity and natural deduction for constructing proofs.

Ensure your webcam clearly shows your face and work area; virtual backgrounds must be off . Predicate Logic (PL) Quantifiers & Identity : Expanding

Validity, Soundness, and Well-formed formulas (WFFs).

This course is designed to be accessible to students from any faculty—whether you’re majoring in philosophy, science, business, or the arts, you are welcome to enroll. No prior knowledge of logic or mathematics is required; the course is structured to build foundational skills step by step. For philosophy majors, PHIL1068 is a suitable 1000‑level elective that helps satisfy introductory course requirements, while for non‑majors it serves as an excellent way to explore formal reasoning. Validity, Soundness, and Well-formed formulas (WFFs)

💡 Check the Philosophy Department's current semester page for the most up-to-date staff contacts (e.g., Prof. Nado) and room changes.

This comprehensive guide breaks down the structural design, core curriculum, evaluation formats, and student strategies required to excel in PHIL1068. Course Structure and Delivery Strategy