Which law describes the time-estimation pitfall where the final stretch takes longer than expected?

Which law describes the time-estimation pitfall where the final stretch takes longer than expected?

• A. 90-90 Rule
• B. Putt's Law
• C. Hofstadter's Law
• D. Moving sidewalk

Answer: (C)

Hofstadter's Law captures the idea that finishing a task often takes longer than you expect, even when you actively try to account for that possibility. In practice, as you push toward the end of a project, you run into extra polishing, integration challenges, unforeseen bugs, and tweaks that weren’t obvious earlier. All of these slowdowns add up, so the final stretch ends up taking more time than the initial estimate. So the statement fits this time-estimation pitfall precisely: it’s the meta-observation that delays persist even when you try to plan for them. The other options describe related ideas or humor about timing, but they don’t state the specific, self-referential overrun pattern as clearly, nor do they focus on the universal finishing delay in the same way.

Hofstadter's Law captures the idea that finishing a task often takes longer than you expect, even when you actively try to account for that possibility. In practice, as you push toward the end of a project, you run into extra polishing, integration challenges, unforeseen bugs, and tweaks that weren’t obvious earlier. All of these slowdowns add up, so the final stretch ends up taking more time than the initial estimate.

So the statement fits this time-estimation pitfall precisely: it’s the meta-observation that delays persist even when you try to plan for them. The other options describe related ideas or humor about timing, but they don’t state the specific, self-referential overrun pattern as clearly, nor do they focus on the universal finishing delay in the same way.