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Transform: F(s) = (s+2)(s−1)(s−2) O f(t) = −e-² – 3c′ – 4e²¹ 21 O f(t) = c-²¹ - 3e O f(t) = −e²¹ – 3e' + 4e-²¹ 21 O ƒ(t) = e ² + 3e" 4e²1 O ƒ(t) = −e^² + 3e' + 4e² Of(t) = c 2 +3e' + 4e2 © f(t) = c-²¹ - 3c¹ - 4e²¹ 27 Of(t)- 3e-4e²

Transform: F(s) = (s+2)(s−1)(s−2) O f(t) = −e-² – 3c′ – 4e²¹ 21 O f(t) = c-²¹ - 3e O f(t) = −e²¹ – 3e' + 4e-²¹ 21 O ƒ(t) = e ² + 3e" 4e²1 O ƒ(t) = −e^² + 3e' + 4e² Of(t) = c 2 +3e' + 4e2 © f(t) = c-²¹ - 3c¹ - 4e²¹ 27 Of(t)- 3e-4e²

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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Transform: F(s) = (s+2)(s−1)(s−2) O f(t) = −e-² – 3c′ – 4e²¹ 21 O f(t) = c-²¹ - 3e O f(t) = −e²¹ – 3e' + 4e-²¹ 21 O ƒ(t) = e ² + 3e" 4e²1 O ƒ(t) = −e^² + 3e' + 4e² Of(t) = c 2 +3e' + 4e2 © f(t) = c-²¹ - 3c¹ - 4e²¹ 27 Of(t)- 3e-4e²
Transcribed Image Text:Transform: F(s) = (s+2)(s−1)(s−2) O f(t) = −e-² – 3c′ – 4e²¹ 21 O f(t) = c-²¹ - 3e O f(t) = −e²¹ – 3e' + 4e-²¹ 21 O ƒ(t) = e ² + 3e" 4e²1 O ƒ(t) = −e^² + 3e' + 4e² Of(t) = c 2 +3e' + 4e2 © f(t) = c-²¹ - 3c¹ - 4e²¹ 27 Of(t)- 3e-4e²
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