Consider the determinant  `f(x)=|{:(0,x^(2)-a,x^(3)-b),(x^(2)+a,0,x^(2)+c),(x^(4)+b,x-c,0):}|`
Channel: Doubtnut
Date: 24/05/2020

Consider the determinant  `f(x)=|{:(0,x^(2)-a,x^(3)-b),(x^(2)+a,0,x^(2)+c),(x^(4)+b,x-c,0):}|`  Statement -1 f(x) =0 has one root x =0.  Statement -2 The value of skew -symmetric determinant of odd order is always zero.