Infact
46 / 100
Mixed Mariana Trench

The text states that a fist-sized rock has a terminal velocity of 1.6 feet per second in water, taking nearly six hours to reach the Mariana trench's floor.

Infact verdict: Mixed (46/100).

The claims regarding the terminal velocity of a rock in water and the time it takes to reach the Mariana Trench are not strongly supported by reliable evidence. The evidence suggests a terminal velocity of 5-6 m/s for small stones, which contradicts the claim of 1.6 feet per second. Additionally, the calculation for the time to reach the trench's floor is inconsistent with the provided velocity. Therefore, both claims are rated as misleading.

September 01, 2026 Language: en 2 claims analyzed
How is this score determined? →

Individual claims

46
Mixed Science
The terminal velocity of an average fist-sized rock in water is roughly 1.6 feet per second.
The claim that a fist-sized rock has a terminal velocity of 1.6 feet per second in water is contradicted by evidence suggesting a higher velocity of 5-6 m/s for small stones. This discrepancy indicates the claim is misleading.
Fact Check Score None
Fact Check Weight 0
Web Consensus Score 40
Web Consensus Weight 40
Source Quality Score 50
Source Quality Weight 20
Llm Reasoning Score 50
Llm Reasoning Weight 40
Llm Reasoning Score Raw 50
Weighted Total 46
Evidence Summary Web evidence suggests higher terminal velocity (5-6 m/s) contradicting the claim.
46
Mixed Science
It takes nearly six hours for a rock to reach the Mariana trench's 36,000-foot floor at 1.6 feet per second.
The calculation of nearly six hours to reach the Mariana Trench at 1.6 feet per second is based on an incorrect terminal velocity. Evidence suggests a higher velocity, making the time estimate inaccurate.
Fact Check Score None
Fact Check Weight 0
Web Consensus Score 40
Web Consensus Weight 40
Source Quality Score 50
Source Quality Weight 20
Llm Reasoning Score 50
Llm Reasoning Weight 40
Llm Reasoning Score Raw 50
Weighted Total 46
Evidence Summary Web evidence suggests higher terminal velocity, making the time estimate inaccurate.

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