Solution to Bessel and Legendre Equations 1.) Write the two linearly independent solutions of the equations below and show the process involved in arriving at these solutions. d?u 1 du а.) + + u = 0...


Solution to Bessel and Legendre Equations<br>1.) Write the two linearly independent solutions of the equations below<br>and show the process involved in arriving at these solutions.<br>d?u<br>1 du<br>а.)<br>+<br>+ u = 0<br>dz2<br>z dz<br>d?u<br>du<br>b.)<br>++ 4xu = 0<br>dx<br>%3D<br>dx2<br>d²y<br>2х dy 3<br>+<br>х2-1 dx<br>y = 0<br>с.)<br>dx2<br>х2-1<br>2.) Using Matlab, separately plot the solutions mentioned above.<br>Assume arbitrary constants involved in each solution equal to<br>unity. Submit result of sample run and write a short discussion for<br>each graph. In producing the result of sample run, use Publish<br>feature of Matlab and make sure to configure the format of the<br>output, in such a way that it can be edited using Microsoft Word.<br>Make sure to put some comments to some of the important parts<br>of the Matlab Program.<br>

Extracted text: Solution to Bessel and Legendre Equations 1.) Write the two linearly independent solutions of the equations below and show the process involved in arriving at these solutions. d?u 1 du а.) + + u = 0 dz2 z dz d?u du b.) ++ 4xu = 0 dx %3D dx2 d²y 2х dy 3 + х2-1 dx y = 0 с.) dx2 х2-1 2.) Using Matlab, separately plot the solutions mentioned above. Assume arbitrary constants involved in each solution equal to unity. Submit result of sample run and write a short discussion for each graph. In producing the result of sample run, use Publish feature of Matlab and make sure to configure the format of the output, in such a way that it can be edited using Microsoft Word. Make sure to put some comments to some of the important parts of the Matlab Program.

Jun 05, 2022
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