B= - A and - A- The set B- (a) The B-matrix of Tin other words, the matrix of T relative to the basis B) is is a basis for R². Let T: R² R² be a near transformation such that 7(6₁)-36, +26 and 7(6₂)-26, +36₂ (b) The standard matrix of 7 (in other words, the matrix of T relative to the standard basis for R²) is
B= - A and - A- The set B- (a) The B-matrix of Tin other words, the matrix of T relative to the basis B) is is a basis for R². Let T: R² R² be a near transformation such that 7(6₁)-36, +26 and 7(6₂)-26, +36₂ (b) The standard matrix of 7 (in other words, the matrix of T relative to the standard basis for R²) is
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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![-[1] and
(a) The B-matrix of T in other words, the matrix of T relative to the basis B) is
Let 6-
B=
-A The set B-{6₁.6₂} is a basis for R². Let T: R² R² be a near transformation such that 7(6₁)-36, +26 and 7(6)-26, +36₂
(b) The standard matrix of T on other words, the matrix of 7 relative to the standard basis for R²) is
A-](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4fac49c8-57b1-4795-8fe0-d8f2fe4f1722%2F2388ff6b-b9ff-4d0f-954d-b5704ae9ecfc%2F7bepne_processed.jpeg&w=3840&q=75)
Transcribed Image Text:-[1] and
(a) The B-matrix of T in other words, the matrix of T relative to the basis B) is
Let 6-
B=
-A The set B-{6₁.6₂} is a basis for R². Let T: R² R² be a near transformation such that 7(6₁)-36, +26 and 7(6)-26, +36₂
(b) The standard matrix of T on other words, the matrix of 7 relative to the standard basis for R²) is
A-
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