Note: i) Primes denote derivatives wrt X. ii) is an arbitrary constant. A slope field and typical solution curves are shown for y' = x = y. A 42024OSE ILI -6 10

Advanced Engineering Mathematics
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Note: i) Primes denote derivatives wrt x.
ii) C is an arbitrary constant.
A slope field and typical solution curves are shown for
y = x - y.
08642ONTOKE
- 0
-6
-8
10
Transcribed Image Text:Note: i) Primes denote derivatives wrt x. ii) C is an arbitrary constant. A slope field and typical solution curves are shown for y = x - y. 08642ONTOKE - 0 -6 -8 10
– 10
-5
The general solution of this DE is
OA y(x) = x + 10 + Ce
OB. y(x) = x + 10 + Ce-ª
Oc y(x) = x - 11+ Ce-º
OC.
OE. none of these
OD. y(x) = x −1+ Ce
-
0
5
Transcribed Image Text:– 10 -5 The general solution of this DE is OA y(x) = x + 10 + Ce OB. y(x) = x + 10 + Ce-ª Oc y(x) = x - 11+ Ce-º OC. OE. none of these OD. y(x) = x −1+ Ce - 0 5
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