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17. Evaluate L{y"(1) + 2y'(1) + y(1)}; y'(0) = -1, y(0) = 5. Let L {y()} = {s). A) (s°+2s+ 1)Y(s) – 4s – 7 B) (s² +2s + 1){s)+ 5s +9 C) (s° +2s+ 1)¥(s) – 5s – 9 D) (s² +2s+ 1){s) – 5s – 8

17. Evaluate L{y"(1) + 2y'(1) + y(1)}; y'(0) = -1, y(0) = 5. Let L {y()} = {s). A) (s°+2s+ 1)Y(s) – 4s – 7 B) (s² +2s + 1){s)+ 5s +9 C) (s° +2s+ 1)¥(s) – 5s – 9 D) (s² +2s+ 1){s) – 5s – 8

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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17. Evaluate L{y"() + 2y'(1) +y(»)}; y'(0) =-1, y(0) = 5. Let L {y(1)} = {(s). %3D A) (s° +2s+ 1)Y(s) – 4s – 7 B) (s +2s + 1)(s)+ 5s + 9 C) (s° +2s+ 1)Y(s) – 5s – 9 D) (s +2s + 1)Y(s)– 5s – 8
Transcribed Image Text:17. Evaluate L{y"() + 2y'(1) +y(»)}; y'(0) =-1, y(0) = 5. Let L {y(1)} = {(s). %3D A) (s° +2s+ 1)Y(s) – 4s – 7 B) (s +2s + 1)(s)+ 5s + 9 C) (s° +2s+ 1)Y(s) – 5s – 9 D) (s +2s + 1)Y(s)– 5s – 8
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