Questions: Gettier Cases and Formal Analysis

5 questions to test your understanding

Score: 0 / 5
Question 1 Multiple Choice

Maria sees a clock on the wall that reads 3:15. It has always been reliable, so she forms the belief 'It is 3:15.' It really is 3:15 — but the clock stopped exactly 12 hours ago. Does Maria know it is 3:15?

AYes — her belief is true and her justification (a normally reliable clock) is strong
BNo — she lacks a justified belief because the clock is broken
CNo — her belief is true only by coincidence, disconnected from the actual truth-maker
DYes — Gettier cases only apply to beliefs formed through multi-step inference, not direct perception
Question 2 Multiple Choice

What does the 'No False Lemmas' condition add to JTB as a response to Gettier cases?

AIt requires that knowledge be based on infallible, incorrigible evidence
BIt requires that no false intermediate premise appear in the inference chain leading to the belief
CIt requires that the belief be formed through direct perception rather than inference
DIt requires that the believer be certain, not merely justified
Question 3 True / False

Gettier cases show that justified true belief is not a necessary condition for knowledge — there are cases of genuine knowledge that fail to involve JTB.

TTrue
FFalse
Question 4 True / False

The barn facade case demonstrates a Gettier structure even though Henry's belief involves no false intermediate premise.

TTrue
FFalse
Question 5 Short Answer

What is 'epistemic luck,' and why is it the structural feature that unifies all Gettier cases?

Think about your answer, then reveal below.