Let's denote the column space of A by C(A). Given that A is a 30 x 13 matrix and dimension of the ortogonal complement of C(AT) is 3. What is the rank of A? A'nın sütun uzayını C(A) ile gösterelim. A matrisinin 30 x 13 tipinde bir matris olduğu ve C(A)'nin ortogonal tümleyeninin boyutunun 3 olduğu verildiğine göre A'nin rankı kaçtır? D 00 O 10 O 30 O 20 O 27

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.3: Spanning Sets And Linear Independence
Problem 42EQ
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Let's denote the column space of A by C(A). Given that A is a 30 x 13 matrix and dimension of the ortogonal complement of C(AT) is 3. What is the rank of A?
A'nın sütun uzayını C(A) ile gösterelim. A matrisinin 30 x 13 tipinde bir matris olduğu ve C(A)'nin ortogonal tümleyeninin boyutunun 3 olduğu verildiğine göre A'nin rankı kaçtır?
k
0 0
O 10
O 30
O 20
SO 27
Transcribed Image Text:Let's denote the column space of A by C(A). Given that A is a 30 x 13 matrix and dimension of the ortogonal complement of C(AT) is 3. What is the rank of A? A'nın sütun uzayını C(A) ile gösterelim. A matrisinin 30 x 13 tipinde bir matris olduğu ve C(A)'nin ortogonal tümleyeninin boyutunun 3 olduğu verildiğine göre A'nin rankı kaçtır? k 0 0 O 10 O 30 O 20 SO 27
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