ralph_hempel@canrem.uucp (ralph hempel) (12/17/90)
Here is an interesting tidbit on the HP42S. There are 3 undocumented functions that I have found in ROM. They are 1. [MAX] - Find max of currently indexed Matrix 2. [MIN] - Find min of currently idexed matrix 3. [FIND] - ????? All three can be entered by normal keystrokes, no need for 41 type synthetics. Are there any more things we should know about??? Cheers, Ralph Hempel -- Canada Remote Systems. Toronto, Ontario NorthAmeriNet Host
grahamf@hparc0.HP.COM (Graham Fraser) (12/22/90)
________________________________________________________________________ HP 42S Owner's Manual Addendum: Hidden Matrix Functions ________________________________________________________________________ The HP 42S Owner's Manual fails to mention the existence of three useful matrix functions. [MIN] Gets a column's smallest element [MAX] Gets a column's largest element [FIND] Searches a matrix for a given element Since these functions are not mentioned in the manual, it can be assumed that they are not supported by Hewlett-Packard. They were discovered independently on November 9, 1988 by Joseph K. Horn, who also wrote the text of this addendum. Do not contact the Hewlett-Packard Company regarding these unsupported functions. Further information about your HP42S may be obtained from user clubs, or this notes area. The hidden matrix functions are described below. __________________________________________________________________________ COLUMN MINIMUM To find the value and location of the smallest element in one column of a matrix, use the [MIN] function. The matrix to be searched is specified by the INDEX function (see the Owner's Manaul, page 223). The column to be searched is specified by the value of the index J, and the search proceeds from index I to the bottom of the column. To get a column's smallest element: 1: Index the matrix: INDEX (name) 2: Set IJ to locate the beginning of the search: row ENTER column STOIJ 3: Execute [MIN] 4: Find the elements value in the X-register, and its row number in the Y-register. The old X and Y are lifted to Z and T; the old Z and T are lost. Only the elements row number is returned, because only one column (set by pointer J) is searched. If the smallest element is found in more than one location, [MIN] returns the location of the LAST one found (nearest the bottom of the column). If you wish to search more than one column (for example to find the smallest element of an entire matrix) you may redimension the matrix, search it, then redimension it back again. Redimensioning can be performed by the DIM function (see page 217). ------------------------------------------------------------------------- COLUMN MAXIMUM The [MAX] function operates exactly like [MIN] (see above), except that it returns the largest element in the column. Combining these functions with the R<>R function allows rapid sorting of the rows in a matrix into ascending or descending orderusing one column as the sorting key. ------------------------------------------------------------------------- MATRIX SEARCH To search for a particular value in a matrix and find out its location, you can use the [FIND] function. 1: Index the matrix to be searched: INDEX (name) 2: Place the value to be searched for in the X-register. 3: Execute [FIND] 4: If performed from the keyboard, YES indicates that the number was found, and NO indicates that it was not found. 5: If performed in a program, the do-if-true rule is followed (see page 149); that is, if the value is NOT found, then the next program line is skipped. 6: If the value is found, then the pointers IJ are set to its location, and the search immediately ends. If the value is not found, IJ are not affected. _________________________________________________________________________ Graham Fraser CocoNut => HalfNut => Titan => Paladin => Orlando => Charlemagne => ???? ________________________________________________________________________ I am not employed by Hewlett-Packard, I just get to use their equipment. My comments are my own, and do not necessarily reflect those of HP. ________________________________________________________________________