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Math is truly amazing

200,278 次观看 • 1 年前 •via X (Twitter)

8 条评论

Chumma dhan 的头像
Chumma dhan1 年前

Maths & physics would have been lot easier if my teacher taught me like this

Dr. Samia 的头像
Dr. Samia1 年前

In a room of 23 people there's a 50% chance that two people have the same birthday.

Byron Banger 的头像
Byron Banger1 年前

And the fact this is achieved with the metric system when used in powers of 100 is even more amazing

Props 的头像
Props1 年前

Wait that's so fucking interesting, doomscrolling actually paid off for once

Starlightsiren💫 的头像
Starlightsiren💫1 年前

I hate mathematics so much 😂

Shubham Lashkan 的头像
Shubham Lashkan1 年前

Its Physics to be accurate

Vlatko Duvnjak 的头像
Vlatko Duvnjak1 年前

If there is no collision, I believe we can approximate this with the oscillator model. The formula for the period of oscillation is T = 2π√(m/k), therefore I believe that is where π factor is coming from. Some good physicist should have no issue figuring this out with the proof

Decoding Engineering 的头像
Decoding Engineering1 年前

Let’s understand this: All collisions here (between blocks and between the smaller block and the wall) are elastic, meaning momentum and energy are conserved. The pattern shows that the total number of collisions depends on the ratio of the masses of the two blocks. If the mass ratio is m2/m1 = 100^n , the number of collisions is the first n digits of π Example: For n = 1 , where m2 = 100 m1 , the number of collisions will be 31, which is approximately the first two digits of π = 3.14. As the ratio of masses increases, the number of collisions approaches the digits of π.

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