" Let "|[6i,-3i,1],[4,3i,-1],[20,3,i]|=x+iy," then "

If |[6i,-3i,1],[ 4, 3i,-1],[ 20, 3,i]|=x+i y , then

If |[6i,-3i,1],[ 4, 3i,-1],[ 20, 3,i]|=x+i y , then a. x=3,y=1 b. x=1,y=3 c. x=0,y=3 d. x=0,y=0

If |[6i,-3i,1],[ 4, 3i,-1],[ 20, 3,i]|=x+i y , then a. x=3,y=1 b. x=1,y=3 c. x=0,y=3 d. x=0,y=0

If |[6i,-3i,1],[4,3i,-1],[20,3,i]| = x+iy, x, y in R then (x+y) =

If |[3i,-9i,1],[2,9i,-1],[10,9,i]|=x+iy

Select the correct options from the given alternatives.If |(6i,-3i,1),(4,3i,-1),(20,3,i)|=x+iy then

If |{:(6i,-3i,1),(4,-3i,-1),(20,3,i):}|=x+iy , then :

Select and write the correct answer from the given alternatives in each of the following: |(6i,-3i,1),(4,3i,-1),(20,3,i)|=x+iy then