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Tangent plane in 3D
12-27-2018, 06:26 PM (This post was last modified: 12-27-2018 06:34 PM by toshk.)
Post: #2
RE: Tangent plane in 3D
CAS; type
FZ1(x,y) enter
// gradient; numerical del operator
nDeriv(x^(1/3)*y^(1/3),{x,y}) enter;

//for Partial derivative do this instead
nDeriv(x^(1/3)*y^(1/3),x) enter;
nDeriv(Ans,y) enter;

save your appropriate ans(del or Partial your choice) in say FZ2; change x,y to X,Y iferr
do the steps...
doing this FZ2:= nDeriv(x^(1/3)*y^(1/3),{x,y}) enter; might not work;

applies to Function App too;
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Tangent plane in 3D - Tonig00 - 12-27-2018, 07:00 AM
RE: Tangent plane in 3D - toshk - 12-27-2018 06:26 PM



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