1.For positive numbers xxx, yyy and zzz, the numerical value of the determinant ∣1logxylogxzlogyx1logyzlogzxlogzy1∣\begin{vmatrix} 1 & \log_x y & \log_x z \\ \log_y x & 1 & \log_y z \\ \log_z x & \log_z y & 1 \end{vmatrix}1logyxlogzxlogxy1logzylogxzlogyz1 is -a.000b.logxyz\log xyzlogxyzc.log(x+y+z)\log(x + y + z)log(x+y+z)d.logxlogylogz\log x \log y \log zlogxlogylogzLogin to continueOnly logged in users canattempt or see the solution.
