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The Maxima on-line user's manual

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Append

Function: append (<list_1>, ..., <list_n>) Returns a single list of the elements of <list_1> followed by the elements of <list_2>, ... append also works on general expressions, e.g. append (f(a,b), f(c,d,e)); yields f(a,b,c,d,e).

load(functs);
block([y:""], for i in (makelist(n, n, 1, 10)) do (y:flatten(append(makelist(i/100.0, i, i, i), [""]))), return(y));

Do example(append); for an example.

There are also some inexact matches for append. Try ?? append to see them.

(%o1)                                true
(%i2) 

Related Examples

append-diff-makelist-plot2d-solve
plot2d((25*x^6+10*x^5+21*x^4+4*x^3+4*x^2)/4,[x,0,1]);

y = - a^2 + a*(5*x^3 ...

diff(%,a,1);

solve([5*x^3 + x^2 + ...

Calculate

append-cons-lambda-let-string-values

:lisp (setf *print-ci...

:lisp (defun list-rec...

:lisp (list-rec '(0 1...

Calculate

append-atom-block-delete-flatten-if-lambda-load-map-return

intersperse2(things, ...

intersperse2(0, [-1, ...

intersperse2([0, 0], ...

Calculate

append-block-listify-makelist-primep-rest-return-setify

prime(z):=block([y:1,...

prime(10);

prime(20);

Calculate

append-diff-ev-makelist-plot2d
plot2d(f, [x,-5,5]);

p(x):=-x^2/10;

ab:diff(p(x),x);

k:ev(ab,x=a);

Calculate

append-build_info-map-plot2d-rat-resultant-rhs-solve-sqrt
plot2d(append( [-2*x-3, -2*x-5, -2*x-7, 2*x+1, if abs(x+4) <1 then %i else -2*x-7-4/(x+4), [parametric, -t^2-4, t^2+4+2*t, [t,1+2^(1/2), 3], [nticks, 1000]], [parametric, -t^2-4, t^2+4+2*t, [t,-3, 1-2^(1/2)], [nticks, 1000]], [parametric, -t^2-7-t+1/t, t^2+7+2*t-2/t, [t,-3,3], [nticks, 1000]], [parametric, -t-15/2-rt32(t), t+8+2*rt32(t), [t,1/16,16], [nticks, 1000]], [parametric, -t-15/2+rt32(t), t+8-2*rt32(t), [t,1/16,16], [nticks, 1000]], [parametric, 4*a-4+1/a, 4*a^2-4*a+5-2/a,[a,-2,-1/8], [ nticks, 1000]], [parametric, 4*a-4+1/a, 4*a^2-4*a+5-2/a,[a,1/8,2], [ nticks, 1000]]], map(rhs, solve(rx, B))),    [x,-12.5,4.5],    [color, black,black,green,black,red, red, red, green, green, green, blue,blue,red,red,red,red],    [legend, false],    [y,-24, 30]);

f: x^3-(A+2)*x^2+B*x-A;

g: 2*x^2+B*x-A*(B+2*A...

r:rat(resultant(f,g,x));

Calculate