If `alpha` is a root of `x^4 = 1` with negative principal argument then the principal argument of `Delta(alpha) = |(1,1,1), (alpha^n, alpha^(n+1), alpha^(n+3)), (1/alpha^(n+1), 1/alpha^n, 0)|` is
A. `(5pi)/(14)`
B. `-(3pi)/(4)`
C. `(pi)/(4)`
D. `-(pi)/(4)`