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Let z be a complex number satisfying |z|...

Let z be a complex number satisfying `|z|^3 +2z^2 +4barz -8 =0` , where `barz` denotes the complex conjugate of z . Let the imaginary part of z be nonzero
Match each entry in List-I to the correct entries in List-II.

The correct option is:

A

`(P)rarr(1) (Q) rarr(4) (R)rarr (5) (S)rarr (4)`

B

`(P)rarr(2) (Q) rarr(1) (R)rarr (3) (S)rarr (5)`

C

`(P)rarr(2) (Q) rarr(4) (R)rarr (5) (S)rarr (1)`

D

`(P)rarr(2) (Q) rarr(3) (R)rarr (5) (S)rarr (4)`

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