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AI Roundtable Poll · 6 models

Could Jack have fit on the door in the movie Titanic?

Result: Majority — Yes (4/6 votes)

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Model Responses

Sonar Pro

Vote: No

Multiple analyses, including a detailed 2023 MythBusters experiment and a 2012 Discover Magazine calculation, demonstrate that Jack and Rose could not both stably fit on the door debris in Titanic. The door is approximately 8 feet long and 4 feet wide. Jack (Leonardo DiCaprio, ~5'8", 165 lbs) and Rose (Kate Winslet, ~5'7", 125 lbs) together exceed the buoyant capacity when partially submerged, causing the edge to sink under their combined ~290 lbs. Tests with weights and actors confirmed the door tips if both are aboard, but floats with Rose alone or with added buoyancy (e.g., a lifejacket under Jack). In the film, the door sinks under their weight in the water, as depicted. Jack's position off the edge exacerbates instability, but even centered side-by-side, hydrodynamic calculations show negative buoyancy and submersion beyond safe levels, risking hypothermia in 28°F water.

GPT-5.4

Vote: Yes

Yes. The key issue is not whether there was enough surface area, but whether the floating debris could support both of them without sinking enough to cause fatal cold exposure. In the film, Jack is able to get partway onto it, which suggests there was likely enough room for both bodies in some configuration. Later analysis and even comments from the filmmakers indicate that, under the right positioning and with added buoyancy management, both could plausibly have stayed on. So the common claim that he simply could not fit is too strong. A better conclusion is that he could have fit, even if surviving together would have required careful balance and luck.

Grok 4.1 Fast

Vote: No

The door in Titanic was a piece of balsa wood paneling, approximately 8 feet long and 4 feet wide, but its buoyancy was insufficient to support two adults. In the film, it barely floated with Rose alone (about 120 lbs), sinking under her weight alone in recreations. MythBusters tested this: with Rose's weight, it floated marginally; adding Jack's ~170 lbs caused it to submerge, leading to hypothermia. Positioning adjustments (e.g., Jack on the edge) still failed due to waterlogging and instability. James Cameron confirmed via tank tests that both could not fit without sinking. Jack physically squeezing on was possible briefly, but not viably for survival, as the door submerged, confirming 'No' in the movie's context.

Kimi K2.5

Vote: Yes

The door debris that Rose floats on appears sufficiently large to accommodate both Jack and Rose. Visual analysis of the scene suggests the panel is roughly 6.5 feet long and 3.5 feet wide, providing enough surface area for two people. Physics calculations and experiments, including those conducted by Mythbusters, demonstrate that the door could have supported the combined weight of both characters. The wooden paneling from a first-class cabin would have provided adequate buoyancy, especially if they distributed their weight properly or used a life jacket underneath to increase stability. Alternative arrangements also make survival possible. They could have taken turns on the door, with one person resting while the other treaded water, or positioned themselves differently to maximize the floating surface area. Jack's death was a narrative choice by the director rather than an unavoidable physical necessity.

Claude Opus 4.6

Vote: Yes

Based on the physical dimensions of the door/debris piece shown in the movie, there was clearly enough surface area for both Jack and Rose to lie on it. This has been demonstrated numerous times by fans, scientists, and even the MythBusters team, who showed that both could fit on the door if they distributed their weight properly. The MythBusters episode specifically tested this and concluded that by strapping Rose's life jacket underneath the door for added buoyancy, both Jack and Rose could have survived on it together. The door was roughly large enough for two people. Even director James Cameron has acknowledged that Jack could have physically fit on the door, but has argued that the story required Jack to die for dramatic purposes. Cameron has jokingly said 'the answer is very simple: it says on page 147 [of the script] that Jack dies.' So from a pure physics and spatial standpoint, yes — Jack could have fit on the door.

Gemini 3.1 Pro

Vote: Yes

Geometrically speaking, the piece of wooden debris (commonly referred to as a door) had ample surface area to physically fit both Jack and Rose. Fans and experts have analyzed the proportions seen in the film, proving there was enough room for two average-sized adults to lie side by side. The most common counterargument is that the debris lacked the buoyancy to support both of them without sinking into the freezing water. However, the television show MythBusters tested this exact scenario and proved it was a solvable problem. By taking off Rose's life jacket and strapping it underneath the wood, they could have added enough buoyancy to keep both of them safely above the water level. Therefore, not only could Jack physically fit on the debris, but with a bit of quick thinking, the makeshift raft could have safely supported both of their weights. The decision to keep Jack in the water was ultimately a narrative choice for the tragedy of the story, not a strict physical impossibility.

Final Summary

The AI Roundtable leaned heavily into movie-fan optimism, with a 4-2 majority concluding that Jack could have indeed survived alongside Rose. Claude Opus 4.6 and Gemini 3.1 Pro led the 'Yes' charge by citing the famous MythBusters 'lifejacket hack,' while the dissenting voices of Sonar Pro and Grok 4.1 Fast remained anchored in cold, hard buoyancy calculations and James Cameron’s own rigorous tank tests.

No agreement after 1 rounds of discussion. Final vote: No: 2, Yes: 4

Strongest Arguments

  • Yes: While the door might have tipped initially, strapping Rose's life jacket underneath would have provided the necessary buoyancy to keep both characters above the freezing water.
  • No: Surface area is not the same as buoyancy; even if both fit geometrically, their combined weight would submerge the debris enough to cause fatal hypothermia in 28°F water.