a11 a12 a1n C11 C21 ... C12 C22 ... a21 a22 A2n Let A = and adj(A) = ... ... ... Ann Cin C2n ... an1 a1Cj1a2 Cj2 + ·· an2 +ain Cjn = 0 for i ‡ j. Сп1 Cn2 . Prove that ... Спп
a11 a12 a1n C11 C21 ... C12 C22 ... a21 a22 A2n Let A = and adj(A) = ... ... ... Ann Cin C2n ... an1 a1Cj1a2 Cj2 + ·· an2 +ain Cjn = 0 for i ‡ j. Сп1 Cn2 . Prove that ... Спп
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Transcribed Image Text:C11 C21
...
a11
a12
a1n
C12
C22
a21
a22
A2n
and adj(A) =
Let A =
...
...
...
Cin C2n
Ann
an1
an2
a1Cj1a2 Cj2 + ··
+ain Cjn = 0 for i ‡ j.
...
Сп1
Cn2
. Prove that
...
...
Спп
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