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Let Z and W be two non-zero complex numbers such that |Z | = |W | and Arg Z + Arg W = .π Then Z in terms of W is

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+1 vote
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in Mathematics by (67.8k points)

Let Z and W be two non-zero complex numbers such that |Z | = |W | and Arg Z + Arg W = .π Then Z in terms of W is

(1) W 

(2) -W 

(3)  bar W

(4) -barW

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1 Answer

+3 votes
by (79.4k points)
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Best answer

Correct Option (4) -barW

Explanation: 

We have to find Z in terms of W under given condition.
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