Maple Multivariate Calculus CommandsThis is a quick and dirty short list of Maple commands you might find useful in Multivariate Calculus. If you don't understand what some of these commands do, don't worry; but remember you have this document later when we've defined all the ideas here.PlotsMost of what you want is in the plots package. Look at the new commands that get defined when you load plots, and ask for help on any that look interesting.with(plots);

Warning, the name changecoords has been redefined 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

plot3d(x^2-y^4, x=-1.5..1.5,y=-1.2..1.2);

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contourplot(x^2-y^4, x=-1.5..1.5,y=-1.2..1.2);

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fieldplot([x^2,y^2], x=-1..1,y=-1..1);

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spacecurve([cos(t),sin(t),t],t=0..4*Pi);

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

Matrices and VectorsThese live in the package linalg. Again, look at the names of the new functions and ask Maple for help if you need something less basic than the examples here.with(linalg);

Warning, the protected names norm and trace have been redefined and unprotected 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

V := vector([3,1,4]);

NiM+JSJWRy0lJ3ZlY3Rvckc2IzclIiIkIiIiIiIl

V[1];

NiMiIiQ=

V[3];

NiMiIiU=

dotprod(V, vector([1,-3,2]));

NiMiIik=

crossprod(vector([3,1,4]), vector([1,-3,2]));

NiMtJSd2ZWN0b3JHNiM3JSIjOSEiIyEjNQ==

M := matrix([[1,2,3],[3,1,4],[-1,1,1]]);

NiM+JSJNRy0lJ21hdHJpeEc2IzclNyUiIiIiIiMiIiQ3JUYsRioiIiU3JSEiIkYqRio=

M[2,3];

NiMiIiU=

det(M);

NiMhIiY=

Multivariate Functions, Div, Grad, and CurlHere are some examples of these concepts. For some reason, divergence, gradient, and curl are defined within the linalg package, so you need to load it before calling these functions.f := x -> [cos(x), sin(x), x];

NiM+JSJmR2YqNiMlInhHNiI2JCUpb3BlcmF0b3JHJSZhcnJvd0dGKDclLSUkY29zRzYjOSQtJSRzaW5HRi9GMEYoRihGKA==

f(Pi);

NiM3JSEiIiIiISUjUGlH

diff(f(x),x);

NiM3JSwkLSUkc2luRzYjJSJ4RyEiIi0lJGNvc0dGJyIiIg==

F := (x,y,z) -> x^2 + y*sin(z);

NiM+JSJGR2YqNiUlInhHJSJ5RyUiekc2IjYkJSlvcGVyYXRvckclJmFycm93R0YqLCYqJCk5JCIiIyIiIkYzKiY5JUYzLSUkc2luRzYjOSZGM0YzRipGKkYq

F(1,2,z);

NiMsJiIiIkYkKiYiIiNGJC0lJHNpbkc2IyUiekdGJEYk

grad(F(x,y,z),[x,y,z]);

NiMtJSd2ZWN0b3JHNiM3JSwkJSJ4RyIiIy0lJHNpbkc2IyUiekcqJiUieUciIiItJSRjb3NHRixGMA==

G := (x,y,z) -> [-y,x,z^2];

NiM+JSJHR2YqNiUlInhHJSJ5RyUiekc2IjYkJSlvcGVyYXRvckclJmFycm93R0YqNyUsJDklISIiOSQqJCk5JiIiIyIiIkYqRipGKg==

G(1,1,2);

NiM3JSEiIiIiIiIiJQ==

diverge(G(x,y,z), [x,y,z]);

NiMsJCUiekciIiM=

curl(G(x,y,z), [x,y,z]);

NiMtJSd2ZWN0b3JHNiM3JSIiIUYnIiIj