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Description
There will be a demand for applets:
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[Lower PRIO] Direction fields (2D / 3D)
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Want to draw curves (Fixed differential equations (y' = ...), plot direction, draw 1 solution, have 1 point draggable, solution goes through)
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[Highest PRIO] Parameterized curves and [Lower PRIO] surfaces (2D / 3D)
- Surface in 3D ((u,v) = [u+v, u^2 - v, \sin(u)])
- Given a surface (S) (a sphere (x^2+y^2+z^2=4)), insert parameterized function, get confettify if equal
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Tangent line with 2 points that you can drag along a curve? Ask @ChristopheTUD for more info
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Plotting sequence points of an expression and make sure you can convert it to a curve again
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[High prio] Riemann sums simple, double, and polar integrals (2D / 3D)
- Given is a fixed function y = f(x)
- Slider for number of divisions
- dropdown for: lower, upper, left, right, middle, random (somewhere between [dx, dx+1]) [sum]
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Level curves (https://prime-applets.ewi.tudelft.nl/prime-interactive-videos/#/part2)
TODO
- Create sub issues of these points
- Assign who ever wants to take responsibility of these points
- Create a sketch of what needs to be developed
- Ask Christophe for feedback on these sketches
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