`Delta = |(a =x,b,c),(b,x +c,a),(c,a,x +b)|`. Which of the following is a factor for the above determinant ?

Delta=|[x+a,b,c],[b,x+c, a],[c,a, x+b]| which of the following is a factor for Delta

Using the factor theorem it is found that b + c , c + a and a + b are three factors of the determine : |(-2a,a+b,a+c),(b+a,-2b,b+c),(c+a,c+b,-2c)| . The other factor in the value of the determine is :

" if " Delta = |{:(-x,,a,,b),(b,,-x,,a),(a,,b,,-x):}|" then a factor of " Delta " is "

" if " Delta = |{:(-x,,a,,b),(b,,-x,,a),(a,,b,,-x):}|" then a factor of " Delta " is "

" if " Delta = |{:(-x,,a,,b),(b,,-x,,a),(a,,b,,-x):}|" then a factor of " Delta " is "

" if " Delta = |{:(-x,,a,,b),(b,,-x,,a),(a,,b,,-x):}|" then a factor of " Delta " is "

If Delta=|{:(-x,a,b),(b,-x,a),(a,b,-x):}| then a factor of Delta is -

Given Delta=[(a+b,b+c,c+a),(b+c,c+a,a+b),(c+a,a+b,b+c)] Express given determinant as the sum of 8 determinants.

Using the factor theorem it is found that a+b , b+c and c+a are three factors of the determinant |[-2a ,a+b, a+c],[ b+a,-2b,b+c],[c+a ,c+b,-2c]|. The other factor in the value of the determinant is

If a is a factor of both b and c, then a is a factor of (b-c) and (b + c). If 27 is a factor of a and b, then which of the following is factor of a + b?