Let `z=((1+i)^(2))/(a-i),(agt0)` and `|z|=sqrt((2)/(5))` then z is equal toA. `-(1)/(5)-(3i)/(5)`B. `(1)/(5)+(3i)/(5)`C. `(3)/(5)-(1)/(5)i`D. `-(3)/(5)+(i)/(5)`

Let `z=((1+i)^(2))/(a-i),(agt0)` and `|z|=sqrt((2)/(5))` then z is equ

1.	Let `z=((1+i)^(2))/(a-i),(agt0)` and `\|z\|=sqrt((2)/(5))` then z is equal toA. `-(1)/(5)-(3i)/(5)`B. `(1)/(5)+(3i)/(5)`C. `(3)/(5)-(1)/(5)i`D. `-(3)/(5)+(i)/(5)`
Answer» Correct Answer - A

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Let `z=((1+i)^(2))/(a-i),(agt0)` and `|z|=sqrt((2)/(5))` then z is equal toA. `-(1)/(5)-(3i)/(5)`B. `(1)/(5)+(3i)/(5)`C. `(3)/(5)-(1)/(5)i`D. `-(3)/(5)+(i)/(5)`

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