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For the equation xy" + y' - y = 0, a > 0, determine the indicial equation and the exponents at the regular singular point æO = 0. O a. r2 - r = 0; r1 =1, r2= 0 O b. r2 + 2r = 0; 71 = 0, r2 = -2 O c. r - 2r = 0; ri 2, r2 =0 O d. p2 = 0; ri=0, r2 = 0

For the equation xy" + y' - y = 0, a > 0, determine the indicial equation and the exponents at the regular singular point æO = 0. O a. r2 - r = 0; r1 =1, r2= 0 O b. r2 + 2r = 0; 71 = 0, r2 = -2 O c. r - 2r = 0; ri 2, r2 =0 O d. p2 = 0; ri=0, r2 = 0

Advanced Engineering Mathematics
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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For the equation cy" +y'-y= 0, x > 0, determine the indicial equation and the exponents at the regular singular point xo = 0. 2-r-0; ri=1, r2 =0 a. O b. r+2r -0, -0, --2 7-2r 0; n-2, r2 0 C. O d. r-0; n=0, r2=0
Transcribed Image Text:For the equation cy" +y'-y= 0, x > 0, determine the indicial equation and the exponents at the regular singular point xo = 0. 2-r-0; ri=1, r2 =0 a. O b. r+2r -0, -0, --2 7-2r 0; n-2, r2 0 C. O d. r-0; n=0, r2=0
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