SOLUTION: Let vector space M22 have the inner product defined as tr(U^T V ). Find ∥A∥ Where A= | -4 7 | | 1 6 |
Algebra
.Com
Question 1167651
:
Let vector space M22 have the inner product defined as tr(U^T V ). Find ∥A∥ Where
A=
| -4 7 |
| 1 6 |
Answer by
ikleyn(52781)
(
Show Source
): You can
put this solution on YOUR website!
.
||A|| =
. Use your calculator.
RELATED QUESTIONS
Let vector space M22 have the inner product defined as tr(UTV). Find d(A,B) where A=
(answered by
ikleyn
)
Let vector space M22 have the inner product defined as tr(U^T V ). Find the angle...
(answered by
ikleyn
)
Let M22 have the inner product ⟨A, B⟩ = tr(A^T B). Describe the orthogonal complement
(answered by
ikleyn
)
Let vector space P2 have an inner product defined as ⟨p, q⟩ = ∫[-1 to 1]...
(answered by
ikleyn
)
Define the function ⟨A, B⟩ = a11b11 + a12b21 + a21b12 + a22b22 on the vector space...
(answered by
ikleyn
)
A^T denotes the transpose of a matrix A. Show that
= Tr(B^T,A) defines an inner...
(answered by
khwang
)
Let P be the vector space of polynomials in "t" with real coefficients. Show that the...
(answered by
acerX
)
A) Find the inner product of a and b if a = <4, 5/4, -1/3> and b = < 1/2, -2, -3/2>, and...
(answered by
nyc_function
)
1)u×u>=0 and u×u=0 if and only if u=0 prove theorem? 2)Show that there are no vectors u...
(answered by
lynnlo
)