HP 48gII Graphing, 50g Graphing manual Minσ, Mitm, Mkisom, 00000000000E-499, Title List

Input/Output:

				Level 1/Argument 1			Level 1/Item 1
						→	'MINR'
						→	1.00000000000E–499
	e, i, MAXR,
See also:				π
MINΣ	Command
Type:
Description:	Minimum Sigma Command: Finds the minimum coordinate value in each of the m columns of
	the current statistics matrix (reserved variable ΣDAT).
	The minima are returned as a vector of m real numbers, or as a single real number if m = 1.
Access:	…µMINΣ
Input/Output:
				Level 1/Argument 1			Level 1/Item 1
						→	xmin
						→	{ xmin1 xmin2 … xmin m }
See also:	BINS, MAXΣ, MEAN, SDEV, TOT, VAR
MITM	Command
Type:
Description:	Multipleequation Menu Item Order Command. Changes						multiple equation menu titles and order.
	The argument list contains the variable names in the order you want. Use "" to indicate a blank
	label. You must include all variables in the original menu and no others.
Access:	…µMITM
Input/Output:
				Level 2/Argument 1	Level 1/Argument 2		Level 1/Item 1
				"title"	{ list }	→
See also:	MINIT
MKISOM
Type:	Command
Description:	Returns the matrix representation for a given isometry.
Access:	Matrices, !Ø LINEAR APPL
Input:	Level 2/Argument 1: For a 3d isometry, a list of					the characteristic elements of the isometry. For
	a 2d isometry, the characteristic element of the i sometry (either an angle or a vector).
	Level 1/Argument 2: +1 for a direct isometry or –1 for an indirect isometry.
Output:	The matrix that represents the given isometry.
Flags:	Exact mode must be set (flag –105 clear).
	Numeric mode must not be set (flag –3 clear).
	Radians mode must be set (flag –17 set).
Example 1:	Find the matrix for a rotation of π/2 radians in two dimensions
Command:	MKISOM(π/2, 1)
		0 –1
Result:		1	0

Full Command and Function Reference 3149