Solving sqrt(i)=z, one or two solutions?

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Solving sqrt(i)=z, one or two solutions?

10-26-2018, 02:47 PM

Post: #10

parisse Offline

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Posts: 1,338
Joined: Dec 2013

RE: Solving sqrt(i)=z, one or two solutions?

I disagree completly, sqrt is uniquely defined, in maths and in software. Trying to do something else would be confusing for students and not realistic in software.

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Messages In This Thread

Solving sqrt(i)=z, one or two solutions? - sasa - 10-25-2018, 07:17 AM

RE: Solving sqrt(i)=z, one or two solutions? - Nigel (UK) - 10-25-2018, 09:58 AM

RE: Solving sqrt(i)=z, one or two solutions? - parisse - 10-25-2018, 10:52 AM

RE: Solving sqrt(i)=z, one or two solutions? - ijabbott - 10-25-2018, 04:07 PM

RE: Solving sqrt(i)=z, one or two solutions? - sasa - 10-25-2018, 04:43 PM

RE: Solving sqrt(i)=z, one or two solutions? - ijabbott - 10-25-2018, 05:14 PM

RE: Solving sqrt(i)=z, one or two solutions? - Albert Chan - 10-25-2018, 06:27 PM

RE: Solving sqrt(i)=z, one or two solutions? - sasa - 10-26-2018, 06:33 AM

RE: Solving sqrt(i)=z, one or two solutions? - Nigel (UK) - 10-27-2018, 10:04 AM

RE: Solving sqrt(i)=z, one or two solutions? - Nigel (UK) - 10-25-2018, 06:12 PM

RE: Solving sqrt(i)=z, one or two solutions? - parisse - 10-26-2018 02:47 PM

RE: Solving sqrt(i)=z, one or two solutions? - sasa - 10-27-2018, 05:34 AM

RE: Solving sqrt(i)=z, one or two solutions? - brierand - 10-27-2018, 03:53 PM

RE: Solving sqrt(i)=z, one or two solutions? - parisse - 10-27-2018, 06:46 PM

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