2701 |
Encontre a Inversa |
[[0.6,-0.4],[0.8,-0.2]] |
|
2702 |
Encontre a Inversa |
[[0.9,0.3],[0.1,0.7]] |
|
2703 |
Encontre a Inversa |
[[0.2,0.3],[0.8,0.7]] |
|
2704 |
Encontre a Inversa |
[[0.60,-0.35],[-0.41,0.76]] |
|
2705 |
Encontre a Inversa |
[[1/( raiz quadrada de 5),-14/( raiz quadrada de 205)],[2/( raiz quadrada de 5),-3/( raiz quadrada de 205)]] |
|
2706 |
Encontre a Inversa |
[[1/11,1/11,-5/11],[1/11,1/11,1/22],[1/11,-10/11,1/22]] |
|
2707 |
Encontre a Inversa |
[[1/2,1],[1,1]] |
|
2708 |
Encontre a Inversa |
[[-1/4,-1/6],[1/3,4/3]] |
|
2709 |
Encontre a Inversa |
[[17/26,17/26,17/26],[17/26,12/26,17/26],[17/26,17/26,16/26]] |
|
2710 |
Encontre a Inversa |
[[-e^t,1],[e^t,e^(-t)]] |
|
2711 |
Encontre a Inversa |
[[ raiz quadrada de 5,2 raiz quadrada de 6,-1],[-2 raiz quadrada de 5, raiz quadrada de 6,2],[ raiz quadrada de 5,0,5]] |
|
2712 |
Encontre a Inversa |
[[0,1/8],[1/14,9/112]] |
|
2713 |
Encontre a Inversa |
[[0,0,0,1],[1,0,1,1],[1,1,1,1],[0,0,0,1]] |
|
2714 |
Encontre a Inversa |
[[0,0,1],[0,1,0],[-1,0,0]] |
|
2715 |
Encontre o Determinante |
[[x+1,1,1],[1,x-1,1],[1,1,x]] |
|
2716 |
Encontre o Determinante |
v=[[i,j,k],[-1,0,5],[9,-4,-2]] |
|
2717 |
Encontre o Determinante |
[[x,-1/6,-1/6],[-1/6,x,-1/6],[-1/6,-1/6,x]] |
|
2718 |
Encontre o Determinante |
[[x,x^2,1/x],[1,2x,-1/(x^2)],[0,2,2/(x^3)]] |
|
2719 |
Encontre o Determinante |
[[x,xe^x,x^2e^x],[1,e^x+xe^x,2xe^x+x^2e^x],[0,2e^x+xe^x,2e^x+4e^x+e^xx^2]] |
|
2720 |
Encontre o Determinante |
[[x,y,z],[2x,-y,-z],[x,2y,-z]] |
|
2721 |
Encontre o Determinante |
[[x,0,1/x],[1,0,-1/(x^2)],[0,2x,2/(x^3)]] |
|
2722 |
Encontre o Determinante |
[[a,b,c],[d,e,f],[5g,5h,5i]] |
|
2723 |
Encontre o Determinante |
[[a,b,c],[5,6,5],[4,3,2]] |
|
2724 |
Encontre o Determinante |
[[a,b,c],[d,e,f],[2g,2h,2i]] |
|
2725 |
Encontre a Inversa |
[[2,5,9],[5,4,7],[8,6,4]] |
|
2726 |
Encontre a Inversa |
1/-5*[[19,4],[48,-7]] |
|
2727 |
Encontre a Inversa |
1/(75[[-7,1,-5],[8,-44,-5],[17,-56,-20]]) |
|
2728 |
Encontre a Inversa |
[[1,2],[2,3]] |
|
2729 |
Encontre a Inversa |
[[1,-2],[3,-4]]^3 |
|
2730 |
Encontre a Inversa |
[[-7,12],[-4,7]]^2 |
|
2731 |
Encontre a Inversa |
5A=[[5,1],[32,6]] |
|
2732 |
Encontre a Inversa |
A*B=TR[[23,-16],[-9,7]] |
|
2733 |
Encontre a Inversa |
A=[[2,1],[4,2]] |
|
2734 |
Encontre a Inversa |
A=[[-3-3i,1-3i],[-3+i,2+4i]] |
|
2735 |
Encontre a Inversa |
det [[x,7],[6,2]]=-44 |
det |
2736 |
Encontre a Inversa |
eigenvalue ([[1,2,3],[4,5,6],[7,8,9]]) |
eigenvalue |
2737 |
Encontre a Inversa |
[[4,-2,6],[0,1,-3],[0,0,6]] |
|
2738 |
Encontre a Inversa |
[[4,7],[1,2]] |
|
2739 |
Encontre a Inversa |
[[4,7],[3,5]] |
|
2740 |
Encontre a Inversa |
[[4,7],[8,14]] |
|
2741 |
Encontre a Inversa |
[[46,41,18],[-14,-16,-26],[7,11,-25]] |
|
2742 |
Encontre a Inversa |
[[5,10],[10,30]] |
|
2743 |
Encontre a Inversa |
[[5,10],[3,6]] |
|
2744 |
Encontre a Inversa |
[[5,13,57],[13,57,289],[57,289,1569]] |
|
2745 |
Encontre a Inversa |
[[5x,-4y],[6x,-5y]] |
|
2746 |
Encontre a Inversa |
[[6,2],[5,7]] |
|
2747 |
Encontre a Inversa |
[[2,3],[5,7]] |
|
2748 |
Encontre a Inversa |
[[2,4,3],[1,0,1],[3,2,2]] |
|
2749 |
Encontre a Inversa |
[[2,4],[6,8]] |
|
2750 |
Encontre a Inversa |
[[-2,5],[3,4]] |
|
2751 |
Encontre a Inversa |
[[1000,100,10],[300,20,1],[60,2,0]] |
|
2752 |
Encontre a Inversa |
[[1,-2,3],[0,1,2],[0,0,2]] |
|
2753 |
Encontre a Inversa |
[[1,2,3],[0,4,5],[1,0,6]] |
|
2754 |
Encontre a Inversa |
[[21,25],[25,35]] |
|
2755 |
Encontre a Inversa |
[[22000,45000],[18000,27000]] |
|
2756 |
Encontre a Inversa |
[[1,2,3],[2,5,3],[1,0,8]] |
|
2757 |
Encontre a Inversa |
[[3,1],[5,2]] |
|
2758 |
Encontre a Inversa |
[[3,-2,3],[5,0,4],[2,7,0]] |
|
2759 |
Encontre a Inversa |
[[3,-2],[1,-1]] |
|
2760 |
Encontre a Inversa |
[[3,2],[7,5]] |
|
2761 |
Encontre a Inversa |
[[3,-4],[-2,7]] |
|
2762 |
Encontre a Inversa |
[[3,4],[5,3]] |
|
2763 |
Encontre a Inversa |
[[3,7],[8,4]] |
|
2764 |
Encontre a Inversa |
[[3,-9],[-2,5]] |
|
2765 |
Encontre a Inversa |
[[3e^t,e^(2t)],[2e^t,2e^(2t)]] |
|
2766 |
Encontre a Inversa |
[[30,36,42],[66,81,96],[102,126,150]] |
|
2767 |
Encontre a Inversa |
[[30,50,65],[40,50,40],[50,50,15]] |
|
2768 |
Encontre a Inversa |
[[34,64],[7,13]] |
|
2769 |
Encontre a Inversa |
[[4,10,30],[10,30,100],[30,100,354]] |
|
2770 |
Encontre a Inversa |
[[2,0],[0,2]] |
|
2771 |
Encontre a Inversa |
[[2,2],[-1+3i,-1-3i]] |
|
2772 |
Encontre a Inversa |
[[-2,3,5],[6,-1,0],[4,2,1]] |
|
2773 |
Encontre a Inversa |
[[1,2],[7,16]] |
|
2774 |
Resolva Usando uma Matriz Inversa |
2x+3y=-1 , 2x-5y=3 |
, |
2775 |
Encontre a Inversa |
[[1,3,-1],[0,1,-4],[0,0,1]] |
|
2776 |
Encontre a Inversa |
[[1,-3],[2,4]] |
|
2777 |
Encontre a Inversa |
[[1,3],[5,7]] |
|
2778 |
Encontre a Inversa |
[[1,-4,2],[-2,8,-9],[-1,7,0]] |
|
2779 |
Encontre a Inversa |
[[1,4],[2,7]] |
|
2780 |
Encontre a Inversa |
[[1,7],[4,2]] |
|
2781 |
Encontre a Inversa |
[[1,-7],[-8,0]] |
|
2782 |
Encontre a Inversa |
[[1,1],[2,3]] |
|
2783 |
Encontre a Inversa |
[[1,-2,0],[0,0,1],[0,1,0]] |
|
2784 |
Encontre a Inversa |
[[1,2,3,4],[5,6,7,8],[9,10,11,12],[13,14,15,16]] |
|
2785 |
Encontre a Inversa |
[[1,2],[3,5]] |
|
2786 |
Encontre a Forma Escalonada por Linhas |
[[1,1,1,180],[1,0,-1,59],[-1,-1,1,8]] |
|
2787 |
Encontre a Forma Escalonada por Linhas |
[[1,1,1,3200],[0.07,0.08,0.09,274],[0,-1,1,1000]] |
|
2788 |
Encontre a Forma Escalonada por Linhas |
[[1,1,1],[1,2,k],[1,4,k^2]] |
|
2789 |
Encontre a Forma Escalonada por Linhas |
[[1,1,-2,0,-3,-1],[1,2,-3,0,-5,0],[1,3,-4,0,-13,-11],[1,-1,1,1,-10,0],[1,4,-5,0,-1,23]] |
|
2790 |
Encontre a Forma Escalonada por Linhas |
[[1,1.61,0.35,564.2],[1,0.2,0.8,428],[3.67,3.86,0.8,1610.9]] |
|
2791 |
Encontre a Forma Escalonada por Linhas |
[[0,0,3,0],[100000,40000,18000,254000]] |
|
2792 |
Encontre a Inversa |
[[-6x+7y,-25],[-4x-5y,-7]] |
|
2793 |
Encontre a Inversa |
[[2,-8],[11,11]] |
|
2794 |
Encontre a Inversa |
[[13,8,15],[6,0,7],[7,9,8]] |
|
2795 |
Encontre a Inversa |
[[7,3],[-6,-3]] |
|
2796 |
Encontre a Inversa |
[[7,4,5],[2,1,3],[7,8,9]] |
|
2797 |
Encontre a Inversa |
[[-7,-8,3],[6,4,4],[2,8,4]] |
|
2798 |
Encontre a Inversa |
[[7,8],[2/3,1/3]] |
|
2799 |
Encontre a Inversa |
[[7,8],[4,6]] |
|
2800 |
Encontre a Inversa |
[[8,0],[729,64]] |
|