visual proof of Pythagoras theorem!

[@guy-]

That's pretty smart

[@pocketfulofposies-]

i was waiting for the moan to come up in the sound then realised its the instrumental version 😭💀

[@amirabu-slayyeh6702]

Example task: a = 3 cm, b = 4 cm, c = ? 9 cm² + 16 cm² = 25 cm² c² = 25 cm² | √ c = 5 cm

[@Theirisishere]

The square on one side plus the square on the other side is equal to the square of the hypotenuse. Or: A2+B2=C2. Grade me.

[@yogakapower8503]

Excellent bhai

[@sarasum4963]

Pythagoras' theorem is only true for right-angled triangles. As 𝒂² + 𝒃² = 𝒄², the triangle must be a right-angled triangle.

[@sonanerikov1]

It's a right triangle, it's different because the angle of where you observe it. try seeing the smallest square as the bottom part and you'll see it's a right triangle

[@sarasum4963]

Yeah 👍

[@py8554]

The visual proof is waterproof.

[@arpanroy777]

It is in birla museum in kolkata 😅 I have visited there 4 times

[@prateekvishwakarma7264]

But how you made it?

[@SandboxPBuilder-kh7dx]

looks like a2 + b2 = c2

[@tanjidrahmansifat501]

❤

[@The_Commandblock]

Not a proof (ed)

[@Akhil_Bhai_07]

AC²=AB²+BC²🗿

[@_shreyas_editz_1k_]

AC² = AB² + BC² 💀

[@arijazaizai9245]

What are the tools used?

[@Vex_The_Vexillologist]

interesting

[@ahmedrazayt786]

Khuch samaj nhi a raha

[@g.sathana9977]

I can't understand anything about Pythagoras theorem in this😢

[@palantea1367]

it says that the area of the squared formed using the hypotenuse (larger side)is equal to the sum of the area of the two other squares . Remebmer that area means space occupied.

[@theuserisnotusingit]

How that's not square thats a cube😑

[@LivLuvCheeze]

stupidity at it's finest

[@ellieflavia]

The question is not regarding shapes😐

[@K0nam3Two]

the cube of one side + the cube of the other side is equal to the cube of the hipotenusa

[@ishaankumar4587]

​@@ellieflaviai dont think you understand the video or this guy...

[@goglophonegames8165]

But each of them have the same depth so you can divide the area of all of them by the depth, transforming them into theoretical 2d shapes, then the proof applies

[@drmilkweed]

this is fake

[@bridgeon7502]

Bro this isnt a proof

[@ellieflavia]

It is, since a square + b square = c square. He is essentially saying that he used the formula to calculate a and b which is the water and added them all up to form c

[@bridgeon7502]

​@@ellieflaviaHe proved it worked for these a,b and c values but not for the general case

[@ellieflavia]

@@bridgeon7502This model is made from experts to prove the pythagorean theorem. If you take 3 squares ranging from lowest to highest, put them on a triangle, and fill up the largest square with water and flip it… it makes a and b

[@K0nam3Two]

@@bridgeon7502What do you mean not for general? If you re-do the test in every situation you are going to get the same result

[@bridgeon7502]

​@@K0nam3Two A proof for pythagoras' theorem proves that for any given a, b and c value which you can make a right triangle out of, the equality will hold true. But even though it works for any size box, it doesn't give sufficient evidence to prove that it works for any given values.

[@titan_freefire6206]

I didn't get it

[@Jyotisharma-wc6ec]

I also

[@AdithyaKishore]

Bro actually Pythagoras theorem is (base)^2+(height)^2=hyp^2 the yellow part is a square shape so the area formula will be a^2 so the other two square water perfectly fit in hyp square this what they are trying to say

[@ellieflavia]

@@AdithyaKishoreyour answer is true, but to simplify it a^2 + b^2 = c^2. Essentially saying that the two squares are a and b. And when you add a and b together, you get c.

[@sharfuddinpradhan1347]

Go and play ff . This video isn't for kids

[@bridgeon7502]

​@@sharfuddinpradhan1347Bro you learn pythsgoras' theorem in like 7th grade how is this video not for kids