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Q-2: a b C d e a) Let M be a 4 x 4 matrix where M = fgh i j k such that |M|= 5. m no P. Compute determinants of the following matrices F and G. 30001 F = 0 a b с а 2 b C d e e 1 f g h and G -a f-bg-c d h-d = |i - - mj-n k - 0 l-p i 0 j k l m n Р Lm 0 n PJ [1 1 213 b) Consider a linear system whose augmented matrix is of the form 1 234 1 3 3 alb (i) (ii) For what values of a and b will the system has infinitely many solutions? For what values of a and b will the system be inconsistent?

Q-2: a b C d e a) Let M be a 4 x 4 matrix where M = fgh i j k such that |M|= 5. m no P. Compute determinants of the following matrices F and G. 30001 F = 0 a b с а 2 b C d e e 1 f g h and G -a f-bg-c d h-d = |i - - mj-n k - 0 l-p i 0 j k l m n Р Lm 0 n PJ [1 1 213 b) Consider a linear system whose augmented matrix is of the form 1 234 1 3 3 alb (i) (ii) For what values of a and b will the system has infinitely many solutions? For what values of a and b will the system be inconsistent?

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter3: Determinants
Section3.1: The Determinants Of A Matrix
Problem 70E: The determinant of a 22 matrix involves two products. The determinant of a 33 matrix involves six...
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Q-2: a b C d e a) Let M be a 4 x 4 matrix where M = fgh i j k such that |M|= 5. m no P. Compute determinants of the following matrices F and G. 30001 F = 0 a b с а 2 b C d e e 1 f g h and G -a f-bg-c d h-d = |i - - mj-n k - 0 l-p i 0 j k l m n Р Lm 0 n PJ [1 1 213 b) Consider a linear system whose augmented matrix is of the form 1 234 1 3 3 alb (i) (ii) For what values of a and b will the system has infinitely many solutions? For what values of a and b will the system be inconsistent?
Transcribed Image Text:Q-2: a b C d e a) Let M be a 4 x 4 matrix where M = fgh i j k such that |M|= 5. m no P. Compute determinants of the following matrices F and G. 30001 F = 0 a b с а 2 b C d e e 1 f g h and G -a f-bg-c d h-d = |i - - mj-n k - 0 l-p i 0 j k l m n Р Lm 0 n PJ [1 1 213 b) Consider a linear system whose augmented matrix is of the form 1 234 1 3 3 alb (i) (ii) For what values of a and b will the system has infinitely many solutions? For what values of a and b will the system be inconsistent?
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