Texas Instruments TI-36X Pro User Manual - Page 52

Matrices - dimensions

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Matrices In addition to those in the Matrix MATH menu, the following matrix operations are allowed. Dimensions must be correct: • matrix + matrix • matrix - matrix • matrix × matrix • Scalar multiplication (for example, 2 × matrix) • matrix × vector (vector will be interpreted as a column vector) % t NAMES % t displays the matrix NAMES menu, which shows the dimensions of the matrices and lets you use them in calculations. 1: [A] 2: [B] 3: [C] 4: [Ans] 5: [I2] 6: [I3] Definable matrix A Definable matrix B Definable matrix C Last matrix result (displayed as [Ans]=m×n) or last vector result (displayed as [Ans] dim=n). Not editable. 2×2 identity matrix (not editable) 3×3 identity matrix (not editable) % t MATH % t " displays the matrix MATH menu, which lets you perform the following operations: 1: Determinant 2: T Transpose 3: Inverse 4: ref reduced 5: rref reduced Syntax: det(matrix) Syntax: matrixT Syntax: squarematrix-1 Row echelon form, syntax: ref(matrix) Reduced row echelon form, syntax: rref(matrix) % t EDIT % t ! displays the matrix EDIT menu, which lets you define or edit matrix [A], [B], or [C]. 52

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52
Matrices
In addition to those in the Matrix
MATH
menu, the following
matrix operations are allowed. Dimensions must be correct:
matrix
+
matrix
matrix
matrix
matrix
×
matrix
Scalar multiplication (for example, 2 ×
matrix
)
matrix
×
vector
(
vector
will be interpreted as a column
vector)
%
t
NAMES
%
t
displays the matrix
NAMES
menu, which shows
the dimensions of the matrices and lets you use them in
calculations.
%
t
MATH
%
t
"
displays the matrix
MATH
menu, which lets
you perform the following operations:
%
t
EDIT
%
t
!
displays the matrix
EDIT
menu, which lets
you define or edit matrix [A], [B], or [C].
1: [A]
Definable matrix A
2: [B]
Definable matrix B
3: [C]
Definable matrix C
4: [Ans]
Last matrix result (displayed as
[Ans]=
m
×
n
)
or
last vector result (displayed as
[Ans] dim=
n
). Not
editable.
5: [I2]
2×2 identity matrix (not editable)
6: [I3]
3×3 identity matrix (not editable)
1: Determinant
Syntax:
det(
matrix
)
2:
T
Transpose
Syntax:
matrix
T
3: Inverse
Syntax:
squarematrix
–1
4: ref reduced
Row echelon form, syntax:
ref(
matrix
)
5: rref reduced
Reduced row echelon form,
syntax:
rref(
matrix
)