[" 5.Find non-zero values of "x" satisfying the matrix "],[" equation: "],[[x[[2x,2],[3,x]]+2[[8,5x],[4,4x]]=2[[(x^(2)+8),24],[(10),6x]]]]

Find non-zero values of x and z satisfying the matrix equation : x[[2x,2],[3,x]]+2[[8,5x],[4,4x]]=2[[x^2+8,24],[10,6z]]

Find non-zero values of x satisfying the matrix equation x[[2x,23,x]]+2[[8,5x4,4x]]=2[[x^(2)+8,2410,6z]]

Find the non-zero values of x satisfying the matrix equation x[(2x, 2), (3, x)], 2[(8, 5x), (4, 4x)]=2[(x^(2)+8, 24), (10, 6x)]

Find non-zero values of x satisfying the matrix equation: x[2x2 3x]+2[8 5x4 4x]=2[x^2+8 24 10 6x]

Find non-zero values of x satisfying the matrix equation: x[2x23x]+2[85x44x]=2[x^(2)+824106x]

Find non - zero values of x satisfying the matrix equation : x*[{:(2x,2),(3,x):}]+2[{:(8,5x),(4,4x):}]=2[{:(x^(2)+8,24),(10,6x):}] where x ne0 .

Find the value of x satisfying the equation |x^(2)-x+4|-2-3|=x^(2)+x-12

Find x and y satisfying the matrix equation [(x-y,2,-2),(4,x,6)] + [(3,-2,2),(1,0,-1)] = [(6,0,0),(5,2x+y,5)]

Find small integral value of x satisfying (x-2)^(x^(2)-6x+8)>1