Show that the real system has a complex solution: x = 2, y = i, z =

Question:

Show that the real system

has a complex solution: x = 2, y = i, z = 3 - i where i2 = -1. Explain. What happens when such a real system has a unique solution?

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Linear Algebra With Applications

ISBN: 9780070985100

7th Edition

Authors: W. Keith Nicholson

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Question Posted: Jun 21, 2016 06:24 AM

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Show that the real system has a complex solution: x = 2, y = i, z =

Question:

x+ y+ z=5 -3x + 2y + 2z = 0

Step by Step Answer:

Hence the solution is x 2 y 3 t z t Taking t 3 i gives x 2 y i z 3 i as r...View the full answer

Linear Algebra With Applications

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