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a) Consider the initial value problem(IVP); y cos r= TM dy 1 Approximate y(0.5) by using; TMUTM BUTMUTM &UTM UTMUTM UTM Given the exact solution for the IVP is y = sin a-1+2e- sin z Compute ii. UTM %3D the absolute error for both calculation in (i) and (ii), then state one suggestion to reduce the error for calculation in (i). TM TM UTM

a) Consider the initial value problem(IVP); y cos r= TM dy 1 Approximate y(0.5) by using; TMUTM BUTMUTM &UTM UTMUTM UTM Given the exact solution for the IVP is y = sin a-1+2e- sin z Compute ii. UTM %3D the absolute error for both calculation in (i) and (ii), then state one suggestion to reduce the error for calculation in (i). TM TM UTM

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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+y cos = 5 Sin 2.r, y(0) = a) Consider the initial value problem(IVP); Given the exact solution for the IVP is y = sin a-149- sinz Compute JTM UTS dy Approximate y(0.5) by using; UTM UTM 6UTMUTM 6 UTM UTM 8 UTM UT ii. the absolute error for both calculation in (i) and (ii), then state one suggestion to reduce the error for %3D UTM UT TTM UTM UTM
Transcribed Image Text:+y cos = 5 Sin 2.r, y(0) = a) Consider the initial value problem(IVP); Given the exact solution for the IVP is y = sin a-149- sinz Compute JTM UTS dy Approximate y(0.5) by using; UTM UTM 6UTMUTM 6 UTM UTM 8 UTM UT ii. the absolute error for both calculation in (i) and (ii), then state one suggestion to reduce the error for %3D UTM UT TTM UTM UTM
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