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The confidence with which they give out these random numbers is the biggest concern.
Post the uncut full counting video 😂
Ain't no way he sat and counted all that He might be unemployed
"It’s not a guessing game; it’s pure physics and geometry. If we calculate the jar's volume using V = π × r² × h (assuming a 20cm diameter and 25cm height), the total volume is 7854 cm³. Physics dictates that random oblate ellipsoids subject to Random Close Packing (RCP) occupy a maximum density of 64%, leaving 36% as void space. This yields an effective volume of 7854 × 0.64 = 5026.56 cm³. Dividing this by the average volume of a single jelly bean modeled as an oblate spheroid (2cm length, 1.5cm width ≈ 2.345 cm³): N = 5026.56 ÷ 2.345 = 2143.52. The math doesn't lie—the exact count is 2143. No lucky guesses needed!"
Gemini is the most underrated ai agent I swear. Silent killer
Gemini actually knew before you even poured those beans
Honestly posting the jar pic from all 4 sides could have definitely helped in calculation
I think because u only showed one side they kept small numbers
Here is an easier way you could have done the actual counting: 1. Take out one jelly bean, weigh it. 2. Weigh the whole jar with the jelly beans. 3. Weigh the jar without the jelly beans. 4. Subtract and divide.
*Perplexity left the chat…* _(pun intended)_
His dad is gonna be proud of him.
You're a smartest, counting every single jelly bean instead of just weighing the full jar, an empty jar, and one jelly bean.
Not me thinking about the Phineas and Ferb solution.
No way bro counted the beans LOL
You should have added the jar measurements, that way they can properly estimate the number of beans, and that would be the interesting test because most of the models would probably still be off
Mark Weber explained a simple way to estimate the number of candies inside the jar. All you have to do is count how many candies fit along the length of the jar. Then, imagine a line extending from the lid to the bottom of the jar and count how many candies fit along that line. Next, turn the jar over and repeat the same process, imagining a line extending from the bottom of the jar toward the opposite side. Count how many candies fit along that line, then multiply the two numbers together. This will give you an estimate that should be fairly close to the actual number of candies inside the jar. However, if the candies are cylindrical or cube-shaped and are packed inside the jar in a perfectly regular arrangement, the result can be exactly equal to the actual number of candies inside the jar.
Siri couldn't be bothered to give a number 😂😂😂
The dedication to count each one. Also love your vids Arun ❤
Buford meanwhile: Punches....0 jellybeans
I remember seeing you're videos on 2020 and now you're again on my feed , that's bring back some nostalgia 😭