please naswer this and make sure the writing is understandable. A =1-64where B =(a) Find Atrref (A).TATT-1 -2 7 1 6-2617122 -4 -18-34 109-1-1 2(c) Find a basis for the row (A)ال ده=(b) Find a basis for the Null(A) = Null(B)1(e) Find a basis for the Null(A¹).SOrow (B)2(f) Find a basis for the row (A¹) column(A)B=[10200 1 4 -6 0 -1000100- 900000(d) Verify that each basis vector of Null(A) is orthogonal to every basis vector forrow (A)ONLE(g) Verify that each basis vector of Null(A) is orthogonal to every basis vector forcolumn (A)

(.) Note: '' As per guidelines we will solve first three subparts. If you want any specific subpart…

where B A = = H (a) Find At -6 rref (A). -1 -2 TATT -1 7 -4 -18 10 9 NAAN -1 1 -3 2 17 (e) Find a basis for the Null(A¹). 6 -26 17 12 (b) Find a basis for the Null(A) = Null(B) (c) Find a basis for the row(A) = row(B) B = (d) Verify that each basis vector of Null(A) is orthogonal to every basis vector for row (A) (f) Find a basis for the row (A) = column(A) [102 1 0 3 0 1 4 -6 0 -1 000 0 1 2 000 0 0 0 (g) Verify that each basis vector of Null(A) is orthogonal to every basis vector for column (A)

where B A = = H (a) Find At -6 rref (A). -1 -2 TATT -1 7 -4 -18 10 9 NAAN -1 1 -3 2 17 (e) Find a basis for the Null(A¹). 6 -26 17 12 (b) Find a basis for the Null(A) = Null(B) (c) Find a basis for the row(A) = row(B) B = (d) Verify that each basis vector of Null(A) is orthogonal to every basis vector for row (A) (f) Find a basis for the row (A) = column(A) [102 1 0 3 0 1 4 -6 0 -1 000 0 1 2 000 0 0 0 (g) Verify that each basis vector of Null(A) is orthogonal to every basis vector for column (A)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section9.8: Determinants

Problem 35E

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