|[1+x,1-x,1-x],[1-x,1+x,1-x],[1-x,1-x,1+x]|=0" has roots "

Select and write the correct answer from the given alternatives in each of the following:The roots of equation |(1+x,1-x,1-x),(1-x,1+x,1-x),(1-x,1-x,1+x)| =0 are

Solve det[[1+x,1-x,1-x1-x,1+x,1-x1-x,1-x,1+x]]=0

If |(1+x,1-x,1-x),(1-x,1+x,1-x),(1-x,1-x,1+x)|=0 then x=

Solve that |{:(1+x,1-x,1-x),(1-x,1+x,1-x),(1-x,1-x,1+x):}|=0

Number of real roots of the equation [[1, x, x], [ x, 1, x],[ x, x, 1]|+|[1-x , 1, 1], [1 , 1-x , 1 ],[ 1 , 1, 1-x]|=0 is

if |[x-1,1,1],[1,x+1,-1],[-1,1,x+1]| =0 , find the value of x.

Product of roots of equation |(1+2x,1,1-x),(2-x,2+x,3+x),(x,1+x,1-x^2)|=0 is

Product of roots of equation |(1+2x,1,1-x),(2-x,2+x,3+x),(x,1+x,1-x^2)|=0 is

Product of roots of equation |(1+2x,1,1-x),(2-x,2+x,3+x),(x,1+x,1-x^2)|=0 is