Results for this submission J At least one of the answers above is NOT correct. T(6₂) = 86₁ +26₂. ) Let b₁ = [¹] and ₂ [2] 7 [T] B = Entered (a) The matrix of T relative to the basis B is 8 8 3 [T]E = 88 32 14 -45 12 -38 12 Noto: You cons (b) The matrix of T relative to the standard basis E for R² is 14 -45 2 -38 Answer Preview dit on this problem 3 14 12 -45 -38 Result correct . The set B = = { b₁,5₂} is a basis for R². Let T: R² → R² be a linear transformation such that T(6₁) = incorrect 86₁ +36₂ and
Results for this submission J At least one of the answers above is NOT correct. T(6₂) = 86₁ +26₂. ) Let b₁ = [¹] and ₂ [2] 7 [T] B = Entered (a) The matrix of T relative to the basis B is 8 8 3 [T]E = 88 32 14 -45 12 -38 12 Noto: You cons (b) The matrix of T relative to the standard basis E for R² is 14 -45 2 -38 Answer Preview dit on this problem 3 14 12 -45 -38 Result correct . The set B = = { b₁,5₂} is a basis for R². Let T: R² → R² be a linear transformation such that T(6₁) = incorrect 86₁ +36₂ and
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
100%
Plz both parts .
![Results for this submission
J
) Let b₁
At least one of the answers above is NOT correct.
T(6₂) = 86₁ +26₂.
[T]B =
=
3
[T]E =
Entered
88
32
12
14 -45
12 -38
[3]
(a) The matrix of T relative to the basis B is
8
8
and b₂
2
=
(b) The matrix of T relative to the standard basis E for R² is
14
-45
-38
Answer Preview
Noto: Vou con oorn nortial prodit on this problem
8 8
3 2
14
12
-45
-38.
Result
[²] . The set B = {₁,6₂} is a basis for R². Let T : R² → R² be a linear transformation such that T(6₁) = 86₁ + 36₂ and
7
correct
incorrect](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F18306282-f933-4068-a09a-779164b2089a%2F67fe4c46-b59e-49b1-8c9b-d936ee229d32%2Fhtey5cr_processed.png&w=3840&q=75)
Transcribed Image Text:Results for this submission
J
) Let b₁
At least one of the answers above is NOT correct.
T(6₂) = 86₁ +26₂.
[T]B =
=
3
[T]E =
Entered
88
32
12
14 -45
12 -38
[3]
(a) The matrix of T relative to the basis B is
8
8
and b₂
2
=
(b) The matrix of T relative to the standard basis E for R² is
14
-45
-38
Answer Preview
Noto: Vou con oorn nortial prodit on this problem
8 8
3 2
14
12
-45
-38.
Result
[²] . The set B = {₁,6₂} is a basis for R². Let T : R² → R² be a linear transformation such that T(6₁) = 86₁ + 36₂ and
7
correct
incorrect
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