Question

5. Find the solution of tridiagonal system using Gauss Thomas method.​

Answer 1

Answer:

$\huge \mathcal \colorbox{violet}{{ \color{black}{❀PêRfèCt ÀnsWër}}}$

The system can be efficiently solved by setting Ux = ρ and then solving first Lρ = r for ρ and then Ux = ρ for x. The Thomas algorithm consists of two steps. In Step 1 decomposing the matrix into M = LU and solving Lρ = r are accomplished in a single downwards sweep, taking us straight from Mx = r to Ux = ρ.

Answer 2

Answer:

The system can be efficiently solved by setting Ux = ρ and then solving first Lρ = r for ρ and then Ux = ρ for x. The Thomas algorithm consists of two steps. In Step 1 decomposing the matrix into M = LU and solving Lρ = r are accomplished in a single downwards sweep, taking us straight from Mx = r to Ux = ρ.

please drop some ❤️❤️❤️

Explanation:

please f-o-l-l-o-w m-e bro please