Let z ∈ C with Im(z) = 10 and it satisfies \(\frac{{2z - n}}{{2z + n}} = 2i - 1\) for some natural number n. Then:

Let z ∈ C with Im(z) = 10 and it satisfies \(\frac{{2z - n}}{{2z + n

1.	Let z ∈ C with Im(z) = 10 and it satisfies \(\frac{{2z - n}}{{2z + n}} = 2i - 1\) for some natural number n. Then:
A.	n = 20 and Re(z) = -10
B.	n = 40 and Re(z) = 10
C.	n = 40 and Re(z) = -10
D.	n = 20 and Re(z) = 10
Answer» D. n = 20 and Re(z) = 10