Part 3: Matrix and Determinants. (0) Find the solution of linear equation using matrix and deter- minants. −6×₁ + 5jx₂ + x3 - X4 = 0 x₂ + x3 xa 2x1 5X1 = 2 +x3 -2×4=1 X₂ - x₂ + x4 =j TIP! Consider that the coefficients of Xin can be grouped to matrix A.... * Assume matrix equation Ax = B

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Find the solution of linear equation using matrix and determinants

Part 3: Matrix and Determinants
(0) Find the solution of linear
equation using matrix and deter
minants.
2
-6X₁ + 5jx₂ + x3 - X4 = 0
x₂ + x3
= 2
2x1
5x1
+x3 -2×4 =1
X₂ - x₂ + x4 = j
TIP!
Consider that the coefficients of xn
can be grouped to matrix A....
* Assume matrix equation
Ax = B
to expand,
^
All A12 913 914
X₁
ста а22 023 аж
x2
аgi ада азь ази | Аз
041 042 043 044 X
(1
b₂
баз
b4
Transcribed Image Text:Part 3: Matrix and Determinants (0) Find the solution of linear equation using matrix and deter minants. 2 -6X₁ + 5jx₂ + x3 - X4 = 0 x₂ + x3 = 2 2x1 5x1 +x3 -2×4 =1 X₂ - x₂ + x4 = j TIP! Consider that the coefficients of xn can be grouped to matrix A.... * Assume matrix equation Ax = B to expand, ^ All A12 913 914 X₁ ста а22 023 аж x2 аgi ада азь ази | Аз 041 042 043 044 X (1 b₂ баз b4
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и,
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