Consider the first order differential equation, (frac{d x_{1}}{d t}=-x_{2}), with an initial value (x(0)=10). With an integration

Question:

Consider the first order differential equation, \(\frac{d x_{1}}{d t}=-x_{2}\), with an initial value \(x(0)=10\). With an integration step size of 0.1 seconds, determine the value of \(x(0.5)\) using

(a) Euler's method,

(b) the modified Euler's method.

Fantastic news! We've Found the answer you've been seeking!

Step by Step Answer:

Answer rating: 100% (QA)

Answered By

Gauri Hendre

I worked as EI educator for Eduphy India YT channel. I gave online tutorials to the students who were living in the villages and wanted to study much more and were preparing for NEET, TET. I gave tutions for topics in Biotechnology. I am currently working as a tutor on course hero for the biochemistry, microbiology, biology, cell biology, genetics subjects. I worked as a project intern in BAIF where did analysis on diseases mainly genetic disorders in the bovine. I worked as a trainee in serum institute of India and Vasantdada sugar institute. I am working as a writer on Quora partner program from 2019. I writing on the topics on social health issues including current COVID-19 pandemic, different concepts in science discipline. I learned foreign languages such as german and french upto A1 level. I attended different conferences in the science discipline and did trainings in cognitive skills and personality development skills from Lila Poonawalla foundation. I have been the member of Lila poonawalla foundation since 2017. Even I acquired the skills like Excel spreadsheet, MS Office, MS Powerpoint and Data entry.

5.00+ 4+ Reviews 10+ Question Solved

Related Book For book-img-for-question