IB Theory of Knowledge (TOK) SL Theory of Knowledge Example

The student sustains a clear, focused line of argument throughout and keeps the prescribed title in view rather than drifting into disconnected description.

The student's comparison between mathematics and the human sciences is thoughtful and gives the essay a coherent structure.

The student uses several relevant, purposeful examples — such as the Continuum Hypothesis, Hardy–Weinberg equilibrium, behaviourism, and Ekman — that do more than simply decorate the argument.

The student shows awareness of alternative viewpoints by qualifying claims in mathematics and by using Ekman as a challenge to a strong context-dependence claim.

The student reaches a reasoned overall implication about how ignoring context can distort understanding, which gives the essay an evaluative direction.

Some examples are conceptually imprecise, especially the discussion of the Continuum Hypothesis, which weakens the authority of the mathematics analysis.

At points, the essay asserts rather than demonstrates the role of socio-historical context, especially when linking behaviourism and Kuhn to the title.

The discussion sometimes blends truth, application, interpretation, and understanding without clearly separating them, which limits analytical sharpness.

The counterclaims are present, but they are not interrogated deeply enough to reach the highest level of evaluation.

The conclusion is sound but still somewhat general, and it would be stronger if tied more explicitly back to a precise example.