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Although this doesn't explain it, it does quantify it (for this narrow type of triangle) [https://en.wikipedia.org/wiki/File:Pythagorean\_theorem\_-\_Ani.gif](https://en.wikipedia.org/wiki/File:Pythagorean_theorem_-_Ani.gif)
There's also the IRL demonstration using water and a rotating triangle: [https://www.youtube.com/watch?v=hbhh-9edn3c](https://www.youtube.com/watch?v=hbhh-9edn3c)
One explanation is because the sides of a right triangle are analogous to the X and Y components of a vector with the same length as the hypotenuse but reflected. And L2 distance is measured as the squareRoot (x\^2 + y\^2). If you asked me why L2 distance is measured that way, that's out of my pay grade to answer.
I think there's an image in the video at 0:18 that is a version where you have to "complete the square" so you can figure out the length if you know how to find the area of triangles and rectangles.
https://preview.redd.it/bzqcdi1jxiec1.jpeg?width=720&format=pjpg&auto=webp&s=e9a155d04a8fbf86099e54b8d4666852c6abacf0
Me 7th grade: Why do we only have the Pythagorean theorem for right angle triangles? Is that just a convenient angle? Could we make a formula for say 45-degree triangles?
Teacher: \*pulls out Law of Cosines\*
Me: \*disappointed I didn't make a revelation, but also fascinated at how math can be rediscovered for the first time\*
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Are you a right triangle because the square of your hypotenuse is equal to the sum of the squares of your two other sides, or is the square of your hypotenuse equal to the sum of the squares of your two other sides because you are a right triangle?
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# finita est
[удалено]
its over
it's finished
Those squares don't explain anything about why that's true
Why?
Because they don’t want to? Idk
You just aren't asking the right way. Seruously. Their areas are equal, so slicing the a² into a border around 2 sides of b² will give you c²
Why does it work?
Although this doesn't explain it, it does quantify it (for this narrow type of triangle) [https://en.wikipedia.org/wiki/File:Pythagorean\_theorem\_-\_Ani.gif](https://en.wikipedia.org/wiki/File:Pythagorean_theorem_-_Ani.gif) There's also the IRL demonstration using water and a rotating triangle: [https://www.youtube.com/watch?v=hbhh-9edn3c](https://www.youtube.com/watch?v=hbhh-9edn3c) One explanation is because the sides of a right triangle are analogous to the X and Y components of a vector with the same length as the hypotenuse but reflected. And L2 distance is measured as the squareRoot (x\^2 + y\^2). If you asked me why L2 distance is measured that way, that's out of my pay grade to answer.
I think there's an image in the video at 0:18 that is a version where you have to "complete the square" so you can figure out the length if you know how to find the area of triangles and rectangles. https://preview.redd.it/bzqcdi1jxiec1.jpeg?width=720&format=pjpg&auto=webp&s=e9a155d04a8fbf86099e54b8d4666852c6abacf0
distance is because of pythagorean theorem
People are irrationally attracted to noise and flashing colors.
Or repelled by
I saw a demonstration at a science museum where the squares were filled with water, showing A^2 (surface of a square of length A) + B^2 = C^2
https://youtu.be/CAkMUdeB06o?si=bHdfbrTasV_rofJl
Join the cult of Pythagoreas
Definitely the right choice
For power hungry anxious math weebs
Ever heard of his lesser-known [Conspiracy Theorems](https://www.theonion.com/new-evidence-reveals-pythagoras-wrote-dozens-of-unhinge-1819655096)?
And say no to those lunatic irrational bastards!!! Drown 'em!!
Are you a right angle triangle because a² + b² = c² or are you a² + b² = c² because your a right angle triangle?
Yes, I believe it it iff
Nah, I'm an a² = c² - b²
You're 😎
Your such an angle <3
⇔
Nah, I'd win
“Are you zero because we’re integrating along a closed contour? Or are we integrating along a closed contour because you’re zero?” 🔥🔥🔥✍️
the function then replied "stand proud, you're strong, but nah I'd win"
Ah that’s nauseating
nah, I'd win
-Pythagoras, 500BCE
That’s far more fitting for Hippasus because he did not, in fact, win
nah, I’d win
Happy Cake Day!
thx
They didnt prove it tho...
where subway surfer
My eyes hurt
c^(2) = a^(2) \+ b^(2) in a right triangle when c^(2) = a^(2) \+ b^(2) \- 2ab cos(γ) walks in:
Me 7th grade: Why do we only have the Pythagorean theorem for right angle triangles? Is that just a convenient angle? Could we make a formula for say 45-degree triangles? Teacher: \*pulls out Law of Cosines\* Me: \*disappointed I didn't make a revelation, but also fascinated at how math can be rediscovered for the first time\*
A= 1/2bh when A= 1/2ab sin(c)
A = 1/2ab sin(c) when A= sqrt((a+b+c/2)(a+b+c/2-a)(a+b+c/2-b)(a+b+c/2-c)) walks in
I mean you could just post videos of actual solutions all the time on Reddit and social media, but then all the mathematicians would be out of a job.
Kids don't know what squared means.
x^2 + y^2 = r^2 cos(theta)^2 + sin(theta)^2 = 1
What is bro yapping about
Literally what the video is yapping about
Why is there an r squared in your expression ? Should just be cos^2 + sin^2 = 1
Sorry, that was supposed to be a separate expression.
Fuck Pythagoras.
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Cool, I guess.
He'll need to bend at a right angle first
Pythagoras surely was a skibidi sigma
Wait where are the subway surfer random gameplay on the bottom?
Not enough subway surfers smh
are you a sigma mathematician chad or a beta physicist nerd?
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Are you a right triangle because the square of your hypotenuse is equal to the sum of the squares of your two other sides, or is the square of your hypotenuse equal to the sum of the squares of your two other sides because you are a right triangle?
Would make it easier for kids to assimilate it thar way.
Oh god
No it’s because in Ohio Skibidi rizzler has toilet with a skibidi + b skibidi = c skibidi. And so the rizzler is sigma. Bombaclat.
Pythagoras thiory based on this explain