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(b) Fourth-order Adam's Method Use previously computed values at ri-3 = -2.306160, yi-1 =-0.3929953, respectively. -3, ri-2 = -2, ri-1 = -1: yi-3 = -4.547302, yi-2 =

(b) Fourth-order Adam's Method Use previously computed values at ri-3 = -2.306160, yi-1 =-0.3929953, respectively. -3, ri-2 = -2, ri-1 = -1: yi-3 = -4.547302, yi-2 =

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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Solve only b 

Integrate = is y = 2. Use only one corrector iteration of (a) Milne's Method (b) Fourth-order Adam's Method Use previously computed values at ri-3 -2.306160, yi-1 = -0.3929953, respectively. 4e0.8 – 0.5y from r = 0 to r = 4 using a step size h = 1. Initial condition at r = 0 -3, xi-2 = -2, xi-1 = -1: Yi-3 = -4.547302, yi-2 = %3D %3D
Transcribed Image Text:Integrate = is y = 2. Use only one corrector iteration of (a) Milne's Method (b) Fourth-order Adam's Method Use previously computed values at ri-3 -2.306160, yi-1 = -0.3929953, respectively. 4e0.8 – 0.5y from r = 0 to r = 4 using a step size h = 1. Initial condition at r = 0 -3, xi-2 = -2, xi-1 = -1: Yi-3 = -4.547302, yi-2 = %3D %3D
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