If, x3 = 1, then, what will be the value of ( begin{vmatrix}a & b & c b & c & a c & a & b end {vmatrix} )?

(a bx cx 2 ) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )

-(a + bx + cx2) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )

(a + bx + cx2) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )

(a bx cx2) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )

(a + bx cx2) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )

If, x3 = 1, then, what will be the value of ( begin{vmatrix}a & b & c

1.	If, x3 = 1, then, what will be the value of ( begin{vmatrix}a & b & c b & c & a c & a & b end {vmatrix} )?
A.	-(a + bx + cx<sup>2</sup>) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )
B.	(a + bx + cx<sup>2</sup>) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )
C.	(a bx cx<sup>2</sup>) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )
D.	(a + bx cx<sup>2</sup>) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )
Answer» C. (a bx cx<sup>2</sup>) ( begin{vmatrix}1 & b & c x^2 & c & a x & a & b end {vmatrix} )