(a) x1 + x, - 2x3 = X2 - 2x3 2x2 + X3 X, - = х — х, — Хз — — 1 (b) х, + х, —— 2х3 3 — 1 X2 - X1 2x, + X3 = х — х, — хз X3

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Use an inverse matrix to solve system of linear equations.

(a) x1 + x, - 2x3 =
X2 - 2x3
2x2 + X3
X, - =
х — х, — Хз — — 1
(b) х, + х, —— 2х3 3 — 1
X2 -
X1
2x, + X3 =
х — х, — хз
X3
Transcribed Image Text:(a) x1 + x, - 2x3 = X2 - 2x3 2x2 + X3 X, - = х — х, — Хз — — 1 (b) х, + х, —— 2х3 3 — 1 X2 - X1 2x, + X3 = х — х, — хз X3
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