Reference Guide

Full Command and Function Reference 3-255
TMENU
Type: Command
Description: Temporary Menu Command: Displays a built-in menu, library menu, or user-defined menu.
TMENU works just like MENU, except for user-defined menus (specified by a list or by the
name of a variable that contains a list). Such menus are displayed like a custom menu and work
like a custom menu, but are not stored in reserved variable CST. Thus, a menu defined and
displayed by TMENU cannot be redisplayed by evaluating CST.
See Appendix H for a list of the calculator’s built-in menus and the corresponding menu
numbers (x
menu
).
Access: &H
MENU TMENU
Input/Output:
Level 1/Argument 1 Level 1/Item 1
x
menu
{ list
definition
}
'name
definition
'
Example 1:
7 TMENU
displays the first page of the MTH MATR menu.
Example 2:
48.02 TMENU
displays the second page of the UNITS MASS menu.
Example 3:
256 TMENU
displays the first page of commands in library 256.
Example 4:
{ A 123 "ABC" } TMENU
displays the custom menu defined by the list argument.
Example 5:
'MYMENU' TMENU
displays the custom menu defined by the name argument.
See also: MENU, RCLMENU
TOT
Type: Command
Description: Total Command: Computes the sum of each of the m columns of coordinate values in the current
statistics matrix (reserved variable ΣDAT).
The sums are returned as a vector of m real numbers, or as a single real number if m = 1.
Access: …µ
TOT
Input/Output:
Level 1/Argument 1 Level 1/Item 1
x
sum
[ x
sum 1
,
x
sum 2
,
... ,x
sum m
]
See also: MAXΣ, MINΣ, MEAN, PSDEV, PVAR, SDEV, VAR
TRACE
Type: Command
Description: Matrix Trace Command: Returns the trace of a square matrix.
The trace of a square matrix is the sum of its diagonal elements.
Access:
OPERATIONS
LL
TRACE
( Ø is the left-shift of the 5key).
MATRIX NORMALIZE
L
TRACE
( ´ is the left-shift of the Pkey).
Input/Output:
Level 1/Argument 1 Level 1/Item 1
[[ matrix ]]
n×n
x
trace
See also: CONJ, DET, IDN
TRAN
Type: Command
Description: Transpose Matrix Command: Returns the transpose of a matrix.
Same as TRN, but without conjugation of complex numbers.