What Is the Correct Approach to Approximate 1.58800 - (1.5402 sqrt(-1))?

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Homework Help Overview

The discussion revolves around approximating the expression 1.58800 - (1.5402 sqrt(-1)), which involves complex numbers. Participants are exploring different approximations and questioning the clarity of the problem statement.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants suggest various approximations, such as 1.6 - 1.5i and 14 + 39i, while questioning the validity and quality of these approximations. There is also a request for clarification on the complete problem statement.

Discussion Status

The discussion is ongoing, with participants providing different approximations and expressing uncertainty about the problem's requirements. There is a clear indication that more information is needed to guide the discussion effectively.

Contextual Notes

Some participants question whether this is a homework problem and emphasize the need for a complete problem statement to provide meaningful assistance.

dami
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Approximate
1.58800 - (1.5402 sqrt(-1))
 
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1.6 - 1.5i is one approximation. Is it a good one? I don't know -- what you're asking for is extremely vague. Is this a homework problem? If so, what is the complete statement of the problem.
 


14+39i is another approximation
 


But NOT a very good one!:bugeye: dami, please tell us what the problem really is!
 

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