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HP-10C 11C and 15C came with [L.R.] (Linear Regression) function.

HP-12C don't have this function this program will do the L.R. function based
on the formula shown on the HP-11C manual on page 63

To use this L.R. function program, use the [Σ+] key to accumulate the statistic of
a series of two or more data pair. Then execute [R/S]

Procedure:
[R/S] display Y-intercept on stack register X
[X<>Y] display Slope on stack register Y

------------------------------------------------------------
Program: L.R. for HP-12C
Quote:RCL 1
RCL 6
x
RCL 2
RCL 4
x
-
RCL 1
RCL 3
x
RCL 2
ENTER
x
-
÷
STO 0
--------------------------
RCL 4
RCL 3
x
RCL 2
RCL 6
x
-
RCL 1
RCL 3
x
RCL 2
ENTER
x
-
÷
RCL 0
X<>Y

Remark:

For HP-12C Platinum
Simply remove [ENTER] [x] to [X^2]
And remove [STO] 0 [RCL] 0 and [X<>Y]

Gamo
Gamo,

The HP 12c has linear regression built in. The slope has to be computed by calculating the difference in the predicted Y-values for two X-values.

This is covered in the HP-12c manual and in the learning module.

HP-12c learning module
(01-19-2019 01:46 PM)Gene Wrote: [ -> ]The HP 12c has linear regression built in. The slope has to be computed by calculating the difference in the predicted Y-values for two X-values.

This has already been discussed here, cf. http://www.hpmuseum.org/forum/thread-618...l#pid55342

0  g [y^, r] => intercept
1  g [y^, r] => slope + intercept

So this...
Code:
1
y^, r
0
y^, r
x<>y
R↓
-
LstX

...returns the y-intercept in X, the slope in Y and the correlation coefficient in Z and T.

Also post #8 in that thread has essentially the same program as Gamo's, just without the double calculation of the determinant.

Note: Gamo, I have sent a PM earlier today as you originally posted this to the Articles forum where no replies are possible.

Dieter
Thanks to Dieter and Gene

The 12C learning module explain in detail and same as Dieter mention.

No wonder that 12C came with both X^,r and Y^,r


Gamo
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