Q-2:131[111If possible,-1.a) Let A = |-12В2and C2113-21.3-1]1compute (A" — В)" + C (B -1с) 1 and B" A.Зx2 — 6х3 + 6х4 + 4x5 — —5|+ 8x3 — 5х4 + 8x; — 9b) Solve the linear system: 3x – 9x2 + 12x3 – 9 x4 + 6x5 =153x1 – 7x2+ 12хз — 9 х4+ 6x52x2 — 4хз + 4x4 + 2х5 3D —6-

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Q-2: 1 31 1 2 1 [1 1 a) Let A = 2 В 3 and C = |2 1 If possible, 3 -2 1] [1 3 -1 L1 1 -1 | compute (A" - В)" + C(В-1с) -1 and BTA. -5 Зx2 — бхз + 6х4 + 4x5 Зx1 — 7х2 + 8хз — 5x4 + 8x5 3 9 - 9x2 + 12x3 – 9 x4 + 6x5 = 15' 2x2 — 4хз + 4x4 + 2x5 3D —6 - b) Solve the linear system: 3x1 -

Q-2: 1 31 1 2 1 [1 1 a) Let A = 2 В 3 and C = |2 1 If possible, 3 -2 1] [1 3 -1 L1 1 -1 | compute (A" - В)" + C(В-1с) -1 and BTA. -5 Зx2 — бхз + 6х4 + 4x5 Зx1 — 7х2 + 8хз — 5x4 + 8x5 3 9 - 9x2 + 12x3 – 9 x4 + 6x5 = 15' 2x2 — 4хз + 4x4 + 2x5 3D —6 - b) Solve the linear system: 3x1 -

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section9.9: Properties Of Determinants

Problem 40E

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