If A is a 3 x 3 matrix and a₁ + 2a2 a3 = 0, here a₁, a2, a3 are columns of A. (Eğer A, 3 x 3 bir matris ise ve a₁ + 2a2 − a3 = 0 koşulu sağlanıyorsa, burada a₁, a2, a3 A'nın sütunlarıdır.) Then A must be (olmak zorundadır). Let A be a 3 x 3 matrix and let b = 3a₁ + a₂ + 4a3, here a₁, a2, a3 are columns of A. (A, 3 × 3 bir matris olsun ve b = 3a₁ + a₂ + 4a3 olsun, burada, a₁, A2, A3 A'nın sütunlarıdır.) The system Ax = b will be (Ax = b sistemi) ◆ Every homogeneous linear system is (Her homojen lineer sistem) If the row reduced echelon form of A involves free variables, then the system Ax = b (A'nın satır indirgenmiş basit şekli serbest değişkenler içeriyorsa, Ax = b sisteminin) ◆

If A is a 3 x 3 matrix and a₁ + 2a2 a3 = 0, here a₁, a2, a3 are columns of A. (Eğer A, 3 x 3 bir matris ise ve a₁ + 2a2 − a3 = 0 koşulu sağlanıyorsa, burada a₁, a2, a3 A'nın sütunlarıdır.) Then A must be (olmak zorundadır). Let A be a 3 x 3 matrix and let b = 3a₁ + a₂ + 4a3, here a₁, a2, a3 are columns of A. (A, 3 × 3 bir matris olsun ve b = 3a₁ + a₂ + 4a3 olsun, burada, a₁, A2, A3 A'nın sütunlarıdır.) The system Ax = b will be (Ax = b sistemi) ◆ Every homogeneous linear system is (Her homojen lineer sistem) If the row reduced echelon form of A involves free variables, then the system Ax = b (A'nın satır indirgenmiş basit şekli serbest değişkenler içeriyorsa, Ax = b sisteminin) ◆

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

Please fill in the blanks. blanks given sequentially.

1) singular / non-singular

2) inconsistent / consistent

3 ) inconsistent / consistent

4) will have many solutions / will have unique solutions / will have no solutions

• If A is a 3 x 3 matrix and a₁ + 2a2 − a3 = 0, here a₁, a2, a3 are columns of A. (Eğer A, 3 x 3 bir matris ise ve
a₁ +2a2 − a3 = 0 koşulu sağlanıyorsa, burada a₁, a2, a3 A'nın sütunlarıdır.) Then A must be
(olmak zorundadır).
• Let A be a 3 x 3 matrix and let b = 3a₁ + a2 +4a3, here α₁, 2, α are columns of A. (A, 3 × 3 bir matris olsun ve
b = 3a₁ + a₂ + 4a3 olsun, burada, a₁, A2, A3 A'nın sütunlarıdır.) The system Ax = b will be (Ax = b sistemi)
◆
• Every homogeneous linear system is (Her homojen lineer sistem)
◆
• If the row reduced echelon form of A involves free variables, then the system Ax = b (A'nın satır indirgenmiş basit şekli serbest
değişkenler içeriyorsa, Ax = b sisteminin)
◆

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