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The Maxima on-line user's manual

Algebra Calculator

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Bezout

Function: bezout (<p1>, <p2>, <x>) an alternative to the resultant command. It returns a matrix. determinant of this matrix is the desired resultant.

eq1:x*4+y-2=y;
eq2:x+2=y;
bezout(eq1,x,y);
linsolve([eq1,eq2],[x,y]);

(%o1)                                true
(%i2) 

Related Examples

bezout-determinant-expand

p8:(2*a[1]*%beta^2-2*...

p9:%alpha^2+%beta^2;

s:bezout(p8,p9,%alpha);

Calculate

bezout

eq1: 9*x -25*y = 1;

bezout(eq1,x,y);

Calculate

bezout

eq1: 9*x -25*y = 136;

bezout(eq1,x,y);

Calculate

bezout

eq1: 7*x -29*y = 136;

bezout(eq1,x,y);

Calculate

bezout-linsolve

eq1:x*4+y-2=y;

eq2:x+2=y;

bezout(eq1,x,y);

Calculate

bezout

eq1: 9*x -25*y = 1;

bezout(eq1,x,y);

Calculate

bezout

eq1: 69*x + -123*y = ...

bezout(eq1,x,y);

Calculate

bezout

eq1: 396*x + 144*y = ...

bezout(eq1,x,y);

Calculate

bezout

eq1: 8*x -25*y = 136;

bezout(eq1,x,y);

Calculate

bezout-determinant-expand

p8:(2*a[1]*%beta^2-2*...

p9:%alpha^2+%beta^2;

s:bezout(p8,p9,%alpha);

Calculate