Q2. XXXXX XXXXXXXX:
XXXX XX the XXXXXXXXX XX XXXX XXXXXX ?
Which matrices XXX square?
Which matrices XXX symmetric ?
Which XXXXXX has XXX entry XX row X and column X XXXXX to -XX ?
XXXXX XXXXXX XXX the XXXXX XX row X XXX column X XXXXX XX 10 ?
Which are column matrices ?
Which XXX row XXXXXXXX?
XXXX XT, CT, XX, XT
Dimension of a matrix XX XXX order of XXX matrix: row x XXXXXX
A : X x 4, X : X x 3, C: X x X, D : 2 x X, X : X x 1, F : 1 x X, X : 3 x X
When XXXXXXX = rows in a XXXXXX, is XXXXXX a square matrix.
XXX XXXXXX matrices are : D XXX E
XX the transpose of a matrix XX equal to the matrix XXXXXX, XXX matrix is XXXX XX be XXXXXXXXX.
Transpose of a XXXXXX XX a matrix obtain by using the rows of XXX XXXXXX as column in the transpose matrix.
XXXX XXXXXX E = [X] XX XXXXXXXXX
Matrix B
Matrix B
X column XXXXXX is a XXXXXX consists XX a XXXXXX XXXXXX. The dimension of a XXXXXX matrix is rows x X
XXXXXX matrices are : X and F
A row matrix XX a matrix XXXXXXXX XX a single row. The XXXXXXXXX of a row matrix is 1 x columns
Row matrices are : C and E
Transpose of a XXXXXX is a matrix obtain XX using the rows of the matrix XX XXXXXX in XXX transpose XXXXXX.
XT =
, CX = ,
XT = [ 3 ], XX =
Q3. Given the matrices :
A = , B =
, C =
,
D =
, E =
- Which of XXX XXXXX matrices XXX diagonal ?
- XXXXX of the above XXXXXXXX are lower triangular ?
- XXXXX of XXX XXXXX matrices XXX upper triangular ?
A square matrix in XXXXX every XXXXXXX except the principle XXXXXXXX elements is XXXX, it is XXXXXX a XXXXXXXX matrix.