The value of `z` satisfying the equation `logz+logz^2+dot+logz^n=0i s` `cos(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=12` `cos(4mpi)/(n(n+1))-isin(4mpi)/(n(n+1)),m=12` `sin(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=12` 0

The value of z satisfying the equation logz+logz^2+dot+logz^n=0 i s (a) cos(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=0,1,2... (b) cos(4mpi)/(n(n+1))-isin(4mpi)/(n(n+1)),m=0,1,2... (c) sin(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=0,1,2,... (d) 0

The value of z satisfying the equation logz+logz^2+dot+logz^n=0 i s (a) cos(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=0,1,2... (b) cos(4mpi)/(n(n+1))-isin(4mpi)/(n(n+1)),m=0,1,2... (c) sin(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=0,1,2,... (d) 0

The value of z satisfying the equation logz+logz^2+dot+logz^n=0 i s (a) cos((4mpi)/(n(n+1))+isin((4mpi)/(n(n+1))),m=0,1,2.. (b) cos(4mpi)/(n(n+1))-isin(4mpi)/(n(n+1)),m=0,1,2.. (c) sin(4mpi)/(n(n+1))+isin(4mpi)/(n(n+1)),m=0,1,2.. (d) 0

The value of z satisfying the equation log z+log z^(2)+...+log z^(n)=0iscos(4m pi)/(n(n+1))+i sin(4m pi)/(n(n+1)),m=12...cos(4m pi)/(n(n+1))-i sin(4m pi)/(n(n+1)),m=12...sin(4m pi)/(n(n+1))+i sin(4m pi)/(n(n+1)),m=12...0

The value of z satisfying the equation logz+logz^(2)+……..+logz^(n)=0 , is

The solution of the equations m/3+n/4=12 and m/2-n/3=1 is

If z^(n) = cos"" (n pi)/(3) + isin"" (n pi)/(3), then z_(1), z_(2) …. Z_(6) is