Ive noticed that too, as ive tried to use a similar function to be able to rotate a function in terms of the derivative of another. Point is, the graph seems to rotate around a circle with radius of sqrt(x^2+y^2), where x and y are where dy/dx=0. Whats especially confusing me is when both x and y are offset the function rotates at an angle, like the quadratic in this video does. Im not sure how to cancel this circular rotation, or the angle of rotation.
thank you here it is in LaTeX form to be directly pasteable \left(t\cos\left(R ight)-f\left(t ight)\sin\left(R ight),t\sin\left(R ight)-f\left(t ight)\cos\left(R ight) ight)
This helped a lot! Thank you!
Thanks a lot for the video, I've been looking for this to complete one of the desmo's marbles challenges
What’s the other video you mentioned at the start?
How would i go about making a rotation point instead of the rotation point being on what seems to be a asymptote.
Ive noticed that too, as ive tried to use a similar function to be able to rotate a function in terms of the derivative of another. Point is, the graph seems to rotate around a circle with radius of sqrt(x^2+y^2), where x and y are where dy/dx=0. Whats especially confusing me is when both x and y are offset the function rotates at an angle, like the quadratic in this video does. Im not sure how to cancel this circular rotation, or the angle of rotation.
(t cos R - f(t) sin R, t sin R + f(t) cos R)
ty man
thank you
here it is in LaTeX form to be directly pasteable
\left(t\cos\left(R
ight)-f\left(t
ight)\sin\left(R
ight),t\sin\left(R
ight)-f\left(t
ight)\cos\left(R
ight)
ight)
idol taka boi
It won’t let me do multiple of these in the same graph!
im trying to write fart in functions
Thanks a lot I needed this for one my algebra projects.
Actually there is an option to color a range with these graphs , you press a long click on the icon near the equation , and you open fill
My mandelbrot:DOTS
@@YohanTheEgg I didn't get what you mean ?
Thank you very much ,exelent
Here is a another formula that works and is simpler: [xcos(a)+ysin(a)] = [xsin(a)-ycos(a)]^2