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Consider the following VP: u" (1) + Au(t) +p (1)-sin(1) (1) w (0)-1 and u'(0) = -1, where -69 and 16. Write the second order IVP (1) as an equivalent first order IVP. x'(1) -f (f.x(1)) and x(0)=x Calculate the value of ....+v). Give your answer to four decimal places. *E()* (recall

Consider the following VP: u" (1) + Au(t) +p (1)-sin(1) (1) w (0)-1 and u'(0) = -1, where -69 and 16. Write the second order IVP (1) as an equivalent first order IVP. x'(1) -f (f.x(1)) and x(0)=x Calculate the value of ....+v). Give your answer to four decimal places. *E()* (recall

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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Question 8 Consider the following IVP: (1) + Au(t) + (7) sin(1) (1) (0) 1 and u'(0)=-1, where AM 69 and 16. μ= Write the second order IVP (1) as an equivalent first order IVP. x' (t)=f(r.x (1)) and x (0)=x Calculate the value of .....+v). Give your answer to four decimal places. *(())* (recall
Transcribed Image Text:Question 8 Consider the following IVP: (1) + Au(t) + (7) sin(1) (1) (0) 1 and u'(0)=-1, where AM 69 and 16. μ= Write the second order IVP (1) as an equivalent first order IVP. x' (t)=f(r.x (1)) and x (0)=x Calculate the value of .....+v). Give your answer to four decimal places. *(())* (recall
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