System of Linear Equations - Thomas Alogrithm

A=[436.6216194.43770194.4377307.159112.72130112.7213112.7213] A = \begin{bmatrix} 436.6216 & -194.4377 & 0 \\ -194.4377 & 307.159 & -112.7213 \\ 0 & -112.7213 & 112.7213 \end{bmatrix} d=[89.802648.464770.2897] d = \begin{bmatrix} 89.8026 \\ 48.4647 \\ 70.2897 \end{bmatrix} A×X=d A × X = d Find vector a, b and c.
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Find the updated value of a, b, c and d after performing the upper triangular matrix. Refer the a, b, c, and d values from Question 1.
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