Starting TOK with a map

Before the definition

A course about knowledge can become abstract before students have anything concrete to examine. Opening with a polished definition also risks turning a question into something to copy. This sequence begins with a provisional answer: students write down what they currently understand knowledge to mean. The answer stays available for revision.

The next task is practical. Draw a map of the school from memory that would help a new student find their way through an ordinary school day. The aim is not to assess drawing. A recognisable setting and a specific user give students reasons to decide what matters, how to represent it and what can be left out.

A purpose makes choices visible

Students examine one another’s maps and ask about symbols, omissions and choices. Discussion moves towards which map serves the new student best, and why. An attractive drawing and a useful guide need not be the same thing. A map can contain many details yet fail to make a route clear.

For example, a map might show the correct rooms but omit the staircase that connects two floors. This is an illustrative possibility, not a report of a particular student’s work. It makes the judgement concrete: the omission matters because of what the user needs to do. Students have something to question before they need the terms selection, simplification and representation.

The sequence then returns to the opening definition. Does it need to change? The movement from an initial claim, through a shared task, to reconsideration gives the discussion a structure. Revising a definition is part of the work; producing a final answer immediately is not the point.

Keep the analogy under control

The map provides a useful entry into how representations serve purposes. It also needs limits. A map is not the school itself, and no useful map includes everything. That does not mean any version is equally defensible. A route drawn through a wall remains misleading, however convenient it would be for the mapmaker.

Purpose helps explain selection; it does not license inventing facts. This distinction prevents a discussion about perspective from drifting into the claim that accuracy no longer matters. It also leaves room to ask whether different maps can be useful in different circumstances without making them interchangeable.

The wider sequence introduces propositional knowing, procedural knowing and knowing through acquaintance or experience. Knowing that a room is upstairs, knowing how to reach it and being familiar with the school are related, but they are not identical. Examples that resist neat classification make the categories available for examination rather than presenting them as boxes into which every case must fit.

A model to question

Justified true belief enters as one influential model of propositional knowledge. It offers something precise to discuss: belief, truth and justification each need attention. It is not presented as a definition students must memorise and apply universally. Knowing how to perform a skill immediately raises questions about how far the model reaches.

The instructional choice is to introduce terminology after students have encountered a reason to use it. The map, the provisional definition and the awkward examples remain reference points as the discussion becomes more conceptual.

What this account can claim

This is an account of a designed teaching sequence, not evidence of improved examination results or a measured change in understanding. The materials draw on existing TOK teaching resources; the map metaphor and underlying activity are not claimed as original inventions. The contribution described here is the sequencing, questioning and care taken over the conclusions students are invited to draw.