1(a) ). Find all values of a such that the following matrix is not invertible. [1 3 3 0 a -1 11 a a (b) Find the change of basis matrix from B1 to B2. Then, if [y]p₁ ẞ1 B₁ = [1] =2, find [y]p₂ 13. 1 - 31 3 and B₂ = 2
1(a) ). Find all values of a such that the following matrix is not invertible. [1 3 3 0 a -1 11 a a (b) Find the change of basis matrix from B1 to B2. Then, if [y]p₁ ẞ1 B₁ = [1] =2, find [y]p₂ 13. 1 - 31 3 and B₂ = 2
Chapter8: Sequences, Series,and Probability
Section: Chapter Questions
Problem 20CT
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Question
Solve this question on matrix, refer to this screenshot;
![1(a)
). Find all values of a such that the following matrix is not invertible.
[1
3
3
0
a
-1
11
a
a
(b)
Find the change of basis matrix from B1 to B2.
Then, if [y]p₁
ẞ1
B₁ =
[1]
=2, find [y]p₂
13.
1
-
31
3
and B₂ =
2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6e098a1b-6d5d-48d5-a6ed-26facdf391a7%2F3f60054e-4fc0-43fa-9d99-c62d692d8603%2F7hfqtw_processed.png&w=3840&q=75)
Transcribed Image Text:1(a)
). Find all values of a such that the following matrix is not invertible.
[1
3
3
0
a
-1
11
a
a
(b)
Find the change of basis matrix from B1 to B2.
Then, if [y]p₁
ẞ1
B₁ =
[1]
=2, find [y]p₂
13.
1
-
31
3
and B₂ =
2
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