601 |
Escribir como una igualdad vectorial |
6x+3y-3z=12 , 4x+2y-2z=8 , 3x+2y-z=8 |
, , |
602 |
Escribir como una igualdad vectorial |
4x+2=5y-3 , y=3x-1 |
, |
603 |
Escribir como una igualdad vectorial |
3x-5y=5 , 2x-3y=1 |
, |
604 |
Escribir como una igualdad vectorial |
x+2z=0 , x-y+5z=0 , 2x+y+z=0 |
, , |
605 |
Escribir como una igualdad vectorial |
x+z=3 , x+2y-z=1 , 2x-y+z=3 |
, , |
606 |
Escribir como una igualdad vectorial |
-5x+4=6 , 6x+8y=-84 |
, |
607 |
Escribir como una igualdad vectorial |
x+y+3z=11 , x+y+8z=36 , x+6y+2z=1 |
, , |
608 |
Escribir como una igualdad vectorial |
x+y+z=2 , -x+3y+2z=8 , 4x+y+0z=4 |
, , |
609 |
Escribir como una igualdad vectorial |
x+y=1 , x-y=-2 |
, |
610 |
Escribir como una igualdad vectorial |
x+y=-4 , y=x-7 |
, |
611 |
Escribir como una igualdad vectorial |
x-z+3y=4 , z=3y , y-x=5z |
, , |
612 |
Escribir como una igualdad vectorial |
y=x^2-5x+1 , x+y=-2 |
, |
613 |
Escribir como una igualdad vectorial |
x+y-2z=3 , 2x+3y+z=13 , 7x+9y-4z=35 |
, , |
614 |
Hallar la norma |
[[4+2i],[4+0i],[1-3i]] |
|
615 |
Multiplique las Matrices |
[[11150.5716,-851.7326,16.1764],[-851.7326,65.1274,-1.2382],[16.1764,-1.2382,0.0236]][[105.1],[2742.56],[71951.926]] |
|
616 |
Multiplique las Matrices |
[[1/3,2/3],[-1/3,1/3]][[5,2],[5,-1]] |
|
617 |
Multiplique las Matrices |
[[1,2],[0,-1]]*[[1,0],[0,1]] |
|
618 |
Escribir como una igualdad vectorial |
x+2y-z=4 , 2x+y+z=-2 , x+2y+z=2 |
, , |
619 |
Multiplique las Matrices |
[[-1/296,9/148,0],[17/296,-5/148,0],[-1/53,-2/6095,296/6095]]*[[21],[24],[14]] |
|
620 |
Multiplique las Matrices |
[[2,4],[3,1]]*[[x,4],[y,12]] |
|
621 |
Multiplique las Matrices |
([[2,-8,-10,-14],[-2,3,1,0],[7,0,-1,-3]]*1)/2a |
|
622 |
Multiplique las Matrices |
[[2,1],[7,4]]*[[2,5],[2,2]] |
|
623 |
Multiplique las Matrices |
[[4,3],[-1,2]][[2,6],[-2,k]] |
|
624 |
Multiplique las Matrices |
[[-3,1],[-3,8]]*[[1],[4]] |
|
625 |
Multiplique las Matrices |
[[6,2],[3,14],[4,8]][[3,2,1.50]] |
|
626 |
Multiplique las Matrices |
[[6,-3,4]][[5],[2],[-6]] |
|
627 |
Multiplique las Matrices |
[[81,32],[162,48]][[-3,2],[2,-1]] |
|
628 |
Hallar las variables |
a[[1],[2],[-1]]+b[[1],[3],[-2]]+c[[3],[7],[-4]]=[[0],[0],[0]] |
|
629 |
Hallar las variables |
[[-2,-5],[-2,-1]][[a],[b]]+[[-19],[11]]=[[-43],[-5]] |
|
630 |
Hallar las variables |
[[a,b],[c,d]][[2,2],[0,2]]=[[6,2],[4,2]] |
|
631 |
Hallar las variables |
[[10],[-15],[131]]=a[[1],[-1],[8]]+b[[2],[1],[7]]+c[[1],[3],[-4]]+d[[3],[-4],[36]] |
|
632 |
Añadir |
[[1,2,3],[-1,5,0],[4,8,1]]+[[5,4,-3],[-8,6,1],[1,8,1]] |
|
633 |
Añadir |
[[-4,3,-6],[0,2,7],[10,15,-3]]-2[[-1,2,4],[-2,0,3],[5,-6,1]] |
|
634 |
Añadir |
[[1,2,3],[4,5,7]] |
|
635 |
Multiplique las Matrices |
2[[4],[-1],[3]]*(3[[2],[5],[-7]]) |
|
636 |
Multiplique las Matrices |
[[0,-2,3]]*[[0],[-2],[1]] |
|
637 |
Hallar el espacio nulo |
s={[[-7],[5],[1]],[[-6],[5],[0]]} |
|
638 |
Añadir |
(-1/3)[[-5],[7],[1],[0]]+(1/2)[[-2],[-4],[0],[1]] |
|
639 |
Añadir |
(-2)[[3],[2]]+(5)[[-4],[1]] |
|
640 |
Añadir |
[[3,1/2,5],[1,-1,3]]+[[2,-5/2,0],[0,2,-3]] |
|
641 |
Añadir |
[[1,0,8],[2,-1,3]]^T-[[3,2],[1,1],[4,5]] |
|
642 |
Añadir |
[[-16,14,-6],[26,-22,12],[-11,10,-6]]^-1 |
|
643 |
Añadir |
-1[[-2,5,6],[-4,7,-1],[3,-4,2]]+[[-5,-2,7],[-3,4,-8],[-2,-9,-7]] |
|
644 |
Añadir |
2[[1/2,-1/2],[-1/2,1/2]]+4[[1/2,1/2],[1/2,1/2]] |
|
645 |
Añadir |
-2[[1,1],[2,2]]+[[3,1],[3,1]] |
|
646 |
Añadir |
2[[1,2,3,4],[-2,-3,-4,-5],[0,3,2,1],[-1,2,-2,0]]+3[[5,7,-9,4],[0,3,1,-1],[4,6,-8,7],[5,0,3,4]] |
|
647 |
Añadir |
2[[1,2],[-2,1]]+3[[-5],[3]] |
|
648 |
Añadir |
3[[1],[-3]]+2[[2],[4]] |
|
649 |
Añadir |
-5([[-2,2],[3,-3],[1,4]]+[[5,1],[-1,6],[8,2]]) |
|
650 |
Añadir |
5[[8,3],[4,-7],[-8,-5]]+7[[5,-2],[8,4],[4,-4]] |
|
651 |
Añadir |
-7[[1,4],[8,-3],[7,-8]]-4[[-9,8],[-4,-2],[-9,-7]] |
|
652 |
Añadir |
7[[-3],[3],[-6],[8]]+6[[2],[2],[2],[3]] |
|
653 |
Añadir |
A[[a],[b],[c]]+B[[d],[e],[f]] |
|
654 |
Añadir |
a[[-2],[-4],[1],[1]]+b[[3],[-4],[0],[4]]+d[[-1],[-12],[2],[6]] |
|
655 |
Añadir |
C[[1,0],[4,2]]+D[[4,5],[2,3]] |
|
656 |
Añadir |
[[-1/4,-2],[-5,-4/3]]+[[-3/4,4],[6,-2/3]] |
|
657 |
Añadir |
[[2/15,1/5,0],[29/15,3/5,2],[13/15,1/5,1]]+[[-40,5,-30],[20,-25,0],[35,40,-15]] |
|
658 |
Añadir |
[[8/3],[8/3],[8/3]]+[[-19/14],[57/28],[-19/28]] |
|
659 |
Añadir |
[[1,0,-3],[4,-6,2]]*(3[[7,-4,2],[1,-4,-3]]) |
|
660 |
Añadir |
[[1,0],[-8,9]]-[[-24,-32],[24,-40]] |
|
661 |
Añadir |
[[1,1,9],[1,1,7],[1,-2,2]] |
|
662 |
Añadir |
[[1,1],[1,1],[1,1]]+[[1,1],[1,1]] |
|
663 |
Añadir |
[[1,1],[5,0]]+[[5,5],[1,9]] |
|
664 |
Añadir |
[[1,2,-1,3],[2,6,1,7],[1,1,-k^2,-k]] |
|
665 |
Añadir |
[[1,-2,3,-2],[3,1,-1,-5],[2,3,-5,-5]] |
|
666 |
Añadir |
[[1,2,3,4],[-2,-3,-4,-5],[0,3,2,1],[-1,2,-2,0]]+[[5,7,-9,4],[0,3,1,-1],[4,6,-8,7],[5,0,3,4]] |
|
667 |
Encontrar el dominio |
y=4x+1 |
|
668 |
Determinar la dependencia lineal |
A={[[1,2],[3,4]]} |
|
669 |
Determinar la dependencia lineal |
A={[[2],[4,-5]],[[1,2],[1,10]]} |
|
670 |
Determinar la dependencia lineal |
s={[[2],[-1],[3],[1],[2]],[[1],[2],[-1],[5],[2]],[[2],[1],[-3],[6],[1]]} |
|
671 |
Hallar el espacio nulo |
A={[[1,2],[3,4]]} |
|
672 |
Encontrar el dominio |
2x+3y=6 |
|
673 |
Multiplique las Matrices |
[[0,-2],[2,3]][[-4,1,4],[-6,4,-6]] |
|
674 |
Multiplique las Matrices |
[[0,-2],[4,3]][[3,2,-2],[6,-6,7]]+[[-4,1,4],[-6,4,-6]] |
|
675 |
Multiplique las Matrices |
[[0,3,-5],[2,6,3],[1,0,-2]][[-1,2,-3],[5,7,2],[0,1,6]] |
|
676 |
Multiplique las Matrices |
[[0,3],[0,1]][[2,1],[1,2]] |
|
677 |
Multiplique las Matrices |
[[0,4,-4],[0,-4,4]][[3,-3],[2,-2]] |
|
678 |
Multiplique las Matrices |
[[0,6],[1,4]]*[[2,-3,4,-2],[1,0,-6,-1]] |
|
679 |
Multiplique las Matrices |
[[0,6095,-6095],[6095,-6095,6095],[-6095,-6095,6095]][[20,3,18],[24,6,24],[14,12,20]] |
|
680 |
Multiplique las Matrices |
[[0,7,6,7],[3,0,2,0],[2,2,3,3]][[5,6,7],[8,3,1]] |
|
681 |
Multiplique las Matrices |
[[0,9,0,95],[0,1,0,5]][[0],[0]] |
|
682 |
Multiplique las Matrices |
[[0,9,0],[0,0,1],[7,0,0]][[9,0,-4],[-4,0,7],[-3,-6,-5]] |
|
683 |
Multiplique las Matrices |
[[0.9,0.3],[0.1,0.7]]*[[21000],[18000]] |
|
684 |
Multiplique las Matrices |
[[0.92,-0.33],[-0.46,0.66]][[2],[3]] |
|
685 |
Multiplique las Matrices |
[[0],[3],[4]][[2,0,-1]] |
|
686 |
Multiplique las Matrices |
[[0-24],[25-49],[50-74],[75-99],[100-124],[1245-149]][[4],[3],[6],[3],[5],[9]] |
|
687 |
Multiplique las Matrices |
[[1,1/115,-1/115],[3/53,-206/6095,13/6095],[-1/53,-2/6095,296/6095]][[296,86,300,162,225,459,487,77,763],[255,140,496,130,388,253,419,113,533],[405,405,367,105,646,736,748,216,856]] |
|
688 |
Multiplique las Matrices |
[[-1,-2/5,1],[-4,1,1],[1,0,0]][[2,2,8],[5,-1,-7],[0,0,2]] |
|
689 |
Multiplique las Matrices |
[[-1,-2/5,1],[-4,1,1],[1,0,0]][[2,2,8],[5,-1,-7],[0,0,2]][[-1,-2/5,1],[-4,1,1],[1,0,0]]^-1 |
|
690 |
Multiplique las Matrices |
[[-1,3^(n+1)],[1,3^n]][[1,3],[-1,-1]] |
|
691 |
Multiplique las Matrices |
[[1,4/3],[0,1]][[1/3,0],[2/13,3/13]] |
|
692 |
Multiplique las Matrices |
[[1,0,0,0,1],[0,2,1,1,0],[0,1,2,1,1],[0,1,1,2,1],[1,0,1,1,3]]*[[0,1,0,0,0],[1,0,0,0,1],[0,0,0,1,1],[0,0,1,0,1],[0,1,1,1,0]] |
|
693 |
Multiplique las Matrices |
[[1,0,0,0],[0,1,0,0],[2,-4,1,0],[-5,-3,-9,1]]*[[-3,2,0,5],[0,-4,0,3],[0,0,7,-1],[0,0,0,-9]] |
|
694 |
Multiplique las Matrices |
[[1,0,0.5],[0,1,6],[0,0,1]]*[[2,0,0],[-10,1,0],[-2,1,1]] |
|
695 |
Multiplique las Matrices |
[[-1,2,-1],[4,-3,3]][[-1,4],[2,-3],[-1,3]] |
|
696 |
Multiplique las Matrices |
[[1,0,0],[0,1,0],[0,0,1]]*[[3],[1],[-2]] |
|
697 |
Multiplique las Matrices |
[[1,0,0],[0,1,0],[0,0,1]]*[[7],[11],[15]] |
|
698 |
Multiplique las Matrices |
[[1,0,0],[0,1,0],[0,0,1]][[1,0,0],[0,1,1],[0,1,1]] |
|
699 |
Multiplique las Matrices |
[[1,0,0],[0,1,0],[0,0,1]][[2,0,6],[0,3,0],[0,0,3]] |
|
700 |
Multiplique las Matrices |
[[1,0,0],[0,1,0],[0,0,1]][[2,5,4],[1,3,2],[3,6,0]] |
|