समीकरण `|(x,-6,-1),(2,-3x,x-3),(-3,2x,x+2)|=0` को हल कीजिए

x, -6, -12, -3x, x-3-3,2x, x + 2] | = 0

show that x =2 is a root to the equation |{:(x,-6,-1),(2,-3x,x-3),(-3,2x,2+x):}|=0

If |{:(x,-6,-1),(2,-3x,x-3),(-3,2x,x+2):}|=0 then x = ……..

Which of the following is not the root of the equation |(x,-6,-1),(2,-3x,x-3),(-3,2x,x+2)|=0 ? a)2 b)0 c)1 d)-3

The number of real roots of the equation | (x,-6,-1), (2,-3x,x-3), (-3, 2x, x-2) | =0 is (i) 0 (ii) 1 (iii) 2 (iv) 3

The sum of the real roots of the equation |{:(x, -6, -1), (2, -3x, x-3), (-3, 2x, x+2):}| = 0, is equal to

The sum of the real roots of the equation |{:(x, -6, -1), (2, -3x, x-3), (-3, 2x, x+2):}| = 0, is equal to

A factor of the determinant |{:(x,-6,-1),(2,-3x,x-3),(-3,2x,x+2):}| is …………..