[" (iv) Find the value of the determinant "D=|[p,p+1],[p-1,p]|],[" (a) "1],[" (b) "2],[" (c) "4]

Write the value of the determinant |[p,p+1],[p-1,p]| .

Write the value of the determinant |[p ,p+1],[p-1,p]| .

The value of the determinant |(p,p+1),(p-1,p)| is :

Write the value of the determinant |{:(p,p+1),(p-1,p):}|

Write the value of the determinant pquad p+1p-1quad p]|

If the adjoint of a 3x3 matrix P is (1 4 4) (2 1 7) (1 1 3) , then the possible value(s) of the determinant of P is (are) (A) -2 (B) -1 (C) 1 (D) 2

If the adjoint of a 3x3 matrix P is [(1,4,4),(2,1,7),(1,1,3)] , then the possible value/s of the determinant of P is/are (A) +-2 (B) +-1 (C) +-4 (D) +-3

Find the value of p if the points A(2,-1,1),B(4,0,p),C(1,1,1) and D(2,4,3) are coplanar.