ation. 4x y"-5y' +3y = 0 around xo = 2 x) = a, (1 -- 2* + 103 1536 Ob. 11 103 y(2) = a, (1+*- 2) . (r = 2») +- 2 (x-2) 512 1536 15 y(x} = ae 384 384 103 ytx) = a (1--2 + -2) + (- 512 1536

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Solve using power series method the following differential equation.
4x²y" - 5y' +3y = 0 around xo = 2
y() - 4, (1--2)
11
103
1536
Ob
11
103
y(2) = a, (1+-2) .
2
S12
1536
15
384
16
384
103
註
y{r} = a=
512
1536
Transcribed Image Text:Solve using power series method the following differential equation. 4x²y" - 5y' +3y = 0 around xo = 2 y() - 4, (1--2) 11 103 1536 Ob 11 103 y(2) = a, (1+-2) . 2 S12 1536 15 384 16 384 103 註 y{r} = a= 512 1536
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