Determine whether or not the following sets S of 2 x 2 matrices are linearly independent.{(÷ 3) (±2)}-4Select an AnswerSelect an Answer1. S=Select an Answer3(₁₂¹) (7²)}-12Select an Answer4425 = {(3) ( ) ( ).2.S="2820104 428 204-12+) 25-{(+ 3). (26 20²)}= {(²3. S=-5164= {(2²3). (.✓4. S=2)·(4 ²)}

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Determine whether or not the following sets S of 2 x 2 matrices are linearly independent. 4 4 ✓1.S= -₁.5-{(13)· (2)) = 28 20 Select an Answer Select an Answer 3 17 (-³₁2 =)·(²²3¹)} | 25= {( 3 )· 2. S= Select an Answer 4 1 (25)-(3) (³). 20 10 4 28 3 x 35 = { (-1³), (4-12)}

Determine whether or not the following sets S of 2 x 2 matrices are linearly independent. 4 4 ✓1.S= -₁.5-{(13)· (2)) = 28 20 Select an Answer Select an Answer 3 17 (-³₁2 =)·(²²3¹)} | 25= {( 3 )· 2. S= Select an Answer 4 1 (25)-(3) (³). 20 10 4 28 3 x 35 = { (-1³), (4-12)}

Elementary Linear Algebra (MindTap Course List)

8th Edition

ISBN:9781305658004

Author:Ron Larson

Publisher:Ron Larson

Chapter6: Linear Transformations

Section6.4: Transistion Matrices And Similarity

Problem 29E

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Question

Determine whether or not the following sets S of 2 x 2 matrices are linearly independent.
{(÷ 3) (±
2)}
-4
Select an Answer
Select an Answer
1. S=
Select an Answer
3
(₁₂¹) (7²)}
-12
Select an Answer
4
4
25 = {(3) ( ) ( ).
2.S=
"
28
20
10
4 4
28 20
4
-12
+) 25-{(+ 3). (26 20²)}
= {(²
3. S=
-5
16
4
= {(2²3). (.
✓4. S=
2)·(4 ²)}

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