Calculator User Manual
838  Appendix A: Functions and Instructions 
LnReg  MATH/Statistics/Regressions menu 
LnReg 
list1
, 
list2
[, [
list3
] [, 
list4
, 
list5
]] 
Calculates the logarithmic regression and updates 
all the system statistics variables. 
All the lists must have equal dimensions except 
for 
list5
. 
list1
 represents xlist. 
list2
 represents ylist. 
list3
 represents frequency. 
list4
 represents category codes. 
list5
 represents category include list. 
Note: 
list1
 through 
list4
 must be a variable name 
or c1–c99 (columns in the last data variable 
shown in the Data/Matrix Editor). 
list5
 does not 
have to be a variable name and cannot be c1–
c99. 
In function graphing mode: 
{1,2,3,4,5,6,7,8}! L1 ¸ 
{1 2 3 ...} 
{1,2,2,3,3,3,4,4}
! L2 ¸ 
{1 2 2 ...} 
LnReg L1,L2
 ¸  Done 
ShowStat
 ¸ 
¸ 
Regeq(x)
"y1(x) ¸  Done 
NewPlot 1,1,L1,L2
 ¸  Done 
¥% 
Local  CATALOG 
Local 
var1
[, 
var2
] [, 
var3
] ... 
Declares the specified 
vars
 as local variables. 
Those variables exist only during evaluation of a 
program or function and are deleted when the 
program or function finishes execution. 
Note: Local variables save memory because they 
only exist temporarily. Also, they do not disturb 
any existing global variable values. Local 
variables must be used for 
For loops and for 
temporarily saving values in a multi-line function 
since modifications on global variables are not 
allowed in a function. 
Program listing: 
:prgmname() 
:Prgm 
:Local x,y 
:Input "Enter x",x 
:Input "Enter y",y 
:Disp x
ù y 
:EndPrgm 
Note: 
x
 and 
y
 do not exist after the program 
executes. 
Lock  CATALOG 
Lock 
var1
[, 
var2
] ... 
Locks the specified variables. This prevents you 
from accidentally deleting or changing the 
variable without first using the unlock instruction 
on that variable. 
In the example to the right, the variable L1 is 
locked and cannot be deleted or modified. 
Note: The variables can be unlocked using the 
Unlock command. 
{1,2,3,4}! L1 ¸ {1,2,3,4} 
Lock L1
 ¸ Done 
DelVar L1
 ¸ 
Error: Variable is locked or protected 










