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Problem 19; Numerical solution of Ordinary differential equations Consider the following initial value problem GE+16y=t LC: y (0)=1.0 Using Euler's method, which of the following is true? It does not matter what you choose because Euler's method is explicit and there is not stability limit on At None of the above. It does not matter what you choose because Euler's method is implicit and there is not stability limit on Af You must choose Af such that it is less than the systems time constant 7, You must choose a At that is bigger than the largest number in the ODE

Problem 19; Numerical solution of Ordinary differential equations Consider the following initial value problem GE+16y=t LC: y (0)=1.0 Using Euler's method, which of the following is true? It does not matter what you choose because Euler's method is explicit and there is not stability limit on At None of the above. It does not matter what you choose because Euler's method is implicit and there is not stability limit on Af You must choose Af such that it is less than the systems time constant 7, You must choose a At that is bigger than the largest number in the ODE

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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Problem 19: Numerical solution of Ordinary differential equations Consider the following initial value problem GE+ 16y = t LC: y (0) = 1.0 Using Euler's method, which of the following is true? O t does not matter what you choose because Euler's method is explicit and there is not stability limit on At. O None of the above. O It does not matter what you choose because Euler's method is implicit and there is not stablity limit on At. O You must choose At such that it is less than the systems time constant. T. You must choose a At that is bigger than the largest number in the ODE.
Transcribed Image Text:Problem 19: Numerical solution of Ordinary differential equations Consider the following initial value problem GE+ 16y = t LC: y (0) = 1.0 Using Euler's method, which of the following is true? O t does not matter what you choose because Euler's method is explicit and there is not stability limit on At. O None of the above. O It does not matter what you choose because Euler's method is implicit and there is not stablity limit on At. O You must choose At such that it is less than the systems time constant. T. You must choose a At that is bigger than the largest number in the ODE.
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