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2. d² + 2 + 5x³ = 0 diferansiyel denkleminin, t=0'da x=1 ve dx/dt=0.5 koşulu ile elde dt² dt edilen çözümünde t=0.5'deki x değerini Euler metodu yardımı ile bulunuz. (h=0.1 alınacaktır.)

2. d² + 2 + 5x³ = 0 diferansiyel denkleminin, t=0'da x=1 ve dx/dt=0.5 koşulu ile elde dt² dt edilen çözümünde t=0.5'deki x değerini Euler metodu yardımı ile bulunuz. (h=0.1 alınacaktır.)

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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2. In the solution of the d2x dt2 +2+5x3 = 0 differential equation obtained with the condition x=1 and dx/dt=0.5 at t=0, find the x value at t=0.5 with the help of Euler's method. (h-0.1 will be taken.)

d²x 2. +2x+5x³ = 0 diferansiyel denkleminin, t-0'da x-1 ve dx/dt-0.5 koşulu ile elde edilen çözümünde t=0.5'deki x değerini Euler metodu yardımı ile bulunuz. (h=0.1 alınacaktır.) dt²
Transcribed Image Text:d²x 2. +2x+5x³ = 0 diferansiyel denkleminin, t-0'da x-1 ve dx/dt-0.5 koşulu ile elde edilen çözümünde t=0.5'deki x değerini Euler metodu yardımı ile bulunuz. (h=0.1 alınacaktır.) dt²
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