This topic introduces the foundational JTB (Justified True Belief) model, which has served as the standard definition of knowledge since Plato. Students examine the three necessary and sufficient conditions for knowledge: a person must believe the proposition, the proposition must be true, and there must be sufficient justification. This is a critical starting point in the H2 Knowledge and Inquiry syllabus as it establishes the vocabulary for all subsequent epistemological discussions.
MOE Syllabus OutcomesMOE H2 KI Syllabus LO 1.1MOE H2 KI Syllabus LO 1.2
Small groups are given different 'Gettier-style' scenarios and must identify why the subject has a justified true belief that fails to count as knowledge. They then present their findings to the class to find common themes in these failures.
Students are split into teams to debate whether truth is an absolute property of a proposition or if it is relative to cultural or personal frameworks. This helps them distinguish between 'truth' and 'belief' in the JTB triad.
Students independently list three things they 'know' and then pair up to rank the strength of their justifications. They must decide at what point a justification becomes 'sufficient' for the claim to be called knowledge.
How do Gettier cases challenge traditional epistemology?
Truth is an external condition independent of the intensity of belief. Peer discussion helps students see that two people can believe opposite things with equal conviction, yet both cannot be true simultaneously.
Justification must be 100% certain to count as knowledge.
Most epistemologists accept 'fallibilism,' where justification can be strong without being infallible. Active modeling of different levels of evidence helps students understand the threshold for 'sufficient' justification.