Show Eq. (2.11.9) is true by directly computing and showing that the entries in Eq. (2.11.10) are

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Show Eq. (2.11.9) is true by directly computingLU . [ 1 m2,1 m3,1 0 0 1 0 1 m3,2 ][ a1.1 0 0 (1) 1.2 (2) 92,2 0 (1) 1.3 (2) 92.3 (3) a3,3 (2.11.10)

a1.1 (1) m2,191.1 (1) m3,1a1,1 (1) a1.2 (1) (2) +92,2 m2,191,2 (1) m3,1a1,2 +m3,292,2 (2) (1) a1,3 (1)

and showing that the entries in Eq. (2.11.10) are identical to those in Eq. (2.11.7).A || peppe 69698 (2.11.7)

L -[ = 1 m2,1 m3,1 0 0 1 0 1 {] M3,2 (2.11.9)

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