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24 Jun 2022
Let V and V¢ be vector spaces with bases B ={e1, e2, e3 }and B¢ = {e¢1, e¢2,e¢3, e¢4 }, respectively.
Furthermore, let T: V ® V¢ be a linear transformation suchthat
T ( e1 )
=
6 e¢2
-
5 e¢3
+
3 e¢4
T ( e2 )
=
- e¢1
-
2 e¢2
+
e¢3
-
2 e¢4
T ( e3 )
=
3 e¢1
+
e¢2
-
e¢3
-
e¢4
Determine the matrix A of T w.r.t. the bases B andB¢.
A =
Let V and V¢ be vector spaces with bases B ={e1, e2, e3 }and B¢ = {e¢1, e¢2,e¢3, e¢4 }, respectively.
Furthermore, let T: V ® V¢ be a linear transformation suchthat
|
| A = |
uk813659Lv3
25 Jun 2022
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