Given a square matrix A, if either of the following conditions are true, then |4|=0. A row (or column) of A consists entirely of zeros. One row (or column) is a constant multiple of another row (or column). 0 2 5 Given A= 0 -5 0 find |4|. |4|=| -2 3 7 This demonstrates (Choose one) condition.

Given a square matrix A, if either of the following conditions are true, then |4|=0. A row (or column) of A consists entirely of zeros. One row (or column) is a constant multiple of another row (or column). 0 2 5 Given A= 0 -5 0 find |4|. |4|=| -2 3 7 This demonstrates (Choose one) condition.

Algebra for College Students

10th Edition

ISBN:9781285195780

Author:Jerome E. Kaufmann, Karen L. Schwitters

Publisher:Jerome E. Kaufmann, Karen L. Schwitters

Chapter11: Systems Of Equations

Section11.4: Determinants

Problem 53PS

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Question

Given a square matrix A, if either of the following conditions are true, then
A row (or column) of A consists entirely of zeros.
One row (or column) is a constant multiple of another row (or column).
2 5
Given A=0-50, find |4|.
0-2 3
||4| = |
0
This demonstrates (Choose one)
|4|=0.
condition.

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