1. If a system of three linear equations is inconsistent, then there are no points common to...

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1. If a system of three linear equations is inconsistent, then there are no points common to the graphs of all three equations of the system.
2. Are the following two systems of equations equivalent? Give reasons for your answer.

х+ 3у — г%3 6 2х — у + 2z %3D 1 х+ Зу — z%3D – 7y + 4z = = – 16 Зх + 2у — z %3D 2 – 7y – 4z

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Algebra and Trigonometry

ISBN: 978-1337271172

10th edition

Authors: Ron Larson

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Question Posted: Feb 14, 2018 03:42 AM

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1. If a system of three linear equations is inconsistent, then there are no points common to...

Question:

х+ 3у — г%3 6 2х — у + 2z %3D 1 х+ Зу — z%3D – 7y + 4z = = – 16 Зх + 2у — z %3D 2 – 7y – 4z

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1 True If a system of three linear equations is inconsi...View the full answer

Algebra and Trigonometry

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