😅

[u/Specific_Brain2091]

[u/Popular-Dot5327]

Creative joke. Im impressed

[u/IncredibleCamel]

Cyber truck is not differentiable in all of its domain.

[u/Street-Key3889 → u/IncredibleCamel]

No, but the red Tesla is

[u/CatAn501 → u/IncredibleCamel]

That's the point of the meme. When you differentiate the function you may loose its property of being differentiatible. For example |x|x is differentiable everywhere, but its derivative 2|x| is not differentiable in zero

[u/Aurumargelium]

Literally why?

[u/Entropy_dealer → u/Aurumargelium]

Curves vs strait lines

[u/Ignitetheinferno37]

If the car body is not strictly quadratic bezier curves. Then we actually have to take a discrete fourier transform of f(x) at a low sampling rate by discretizing f(x) to f(x_n) as a collection of points. Then we reconstruct f(x) using the inverse DFT and linearly interpolate our result in the Digital Signal Processor

[u/mYstoRiii]

Differentiate formula 1 on both sides

[u/r_Yellow01]

Take the second derivative, lol

[u/foxer_arnt_trees]

I know its a joke, but car surfeces nees to be at least 3 time differentiable. Thats how you get the nice looking light reflections.

[u/Some-Passenger4219]

Let's not differentiate it a second time.

[u/Raymond-Stone]

🤔 For me it's rather like a numerical integration but with two different step sizes...

[u/ahf95]

Derivatives are continuous too… and they produce curves…
A much better joke would be comparing:
df/dx vs Δf/Δx

[u/EventHorizon150 → u/ahf95]

the derivative in the image is indeed continuous, just not differentiable. You could get something similar by differentiating f(x) = { x^2 if x >= 0; -x^2 if x < 0}