O 5.3827 Apply the improved Euler method to approximate the solution of the initial value problem xy' = y + x, y(1) = 2, O 5.3851 on the interval [1, 2] with N steps. Match each of the following to the value of the approximation to four decimal places at x = 2 of the value y(2) of the O 5.3834 actual solution. O 5.3852 Prompts Submitted Answers O 5.3636 N= 8 Choose a match O 5.3843 N = 10 Choose a match O 5.3403 O 5.3839
O 5.3827 Apply the improved Euler method to approximate the solution of the initial value problem xy' = y + x, y(1) = 2, O 5.3851 on the interval [1, 2] with N steps. Match each of the following to the value of the approximation to four decimal places at x = 2 of the value y(2) of the O 5.3834 actual solution. O 5.3852 Prompts Submitted Answers O 5.3636 N= 8 Choose a match O 5.3843 N = 10 Choose a match O 5.3403 O 5.3839
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
![5.3827
Apply the improved Euler method to approximate the solution of the initial
value problem
xy' = y + x, y(1) = 2,
5.3851
on the interval [1, 2] with N steps. Match each of the following to the value
of the approximation to four decimal places at x = 2 of the value y(2) of the
actual solution.
5.3834
5.3852
Prompts
Submitted Answers
5.3636
N = 8
Choose a match
5.3843
N = 10
Choose a match
5.3403
5.3839
5.3849](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F64557cbb-94fc-475d-9cc6-5e2c7e8c66a7%2Fb03d5b6c-e0a3-4154-a742-9c7b5ded81c0%2Fhtnh9dr_processed.png&w=3840&q=75)
Transcribed Image Text:5.3827
Apply the improved Euler method to approximate the solution of the initial
value problem
xy' = y + x, y(1) = 2,
5.3851
on the interval [1, 2] with N steps. Match each of the following to the value
of the approximation to four decimal places at x = 2 of the value y(2) of the
actual solution.
5.3834
5.3852
Prompts
Submitted Answers
5.3636
N = 8
Choose a match
5.3843
N = 10
Choose a match
5.3403
5.3839
5.3849
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