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Obtaining statistical values from input data – Casio FX-82AU PLUS User Manual

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To delete a line: In the Stat Editor, move the cursor to the line that you want
to delete and then press

&.

To insert a line: In the Stat Editor, move the cursor to the location where
you want to insert the line and then perform the following key operation:
(STAT)(Edit)(Ins).
To delete all Stat Editor contents: In the Stat Editor, perform the following
key operation:

(STAT)(Edit)(Del-A).

Obtaining Statistical Values from Input Data

To obtain statistical values, press

while in the Stat Editor and then

recall the statistical variable (

x

S

n

,

3

x

2

, etc.) you want. Supported statistical

variables and the keys you should press to recall them are shown below.
For single-variable statistical calculations, the variables marked with an
asterisk (*) are available.

Sum:

3

x

2

*,

3

x

*,

3

y

2

,

3

y

,

3

xy

,

3

x

3

,

3

x

2

y

,

3

x

4

(STAT) (Sum) to
Number of Items:

n

*, Mean:

M

*,

N

, Population Standard Deviation:

x

S

n

*,

y

S

n

, Sample Standard Deviation:

x

S

n

–1

*,

y

S

n

–1

(STAT) (Var) to
Minimum Value: minX*, minY, Maximum Value: maxX*, maxY
(STAT) (MinMax) to

(When the single-variable statistical calculation is selected)
(STAT) (MinMax) to

(When a paired-variable statistical calculation is selected)

Regression Coefficients: A, B, Correlation Coefficient:

r

, Estimated

Values:

K

,

L

(STAT) (Reg) to
Regression Coefficients for Quadratic Regression: A, B, C, Estimated
Values:

K

1

,

K

2

,

L

(STAT) (Reg) to
• See the table at the beginning of this section of the manual for the regression

formulas.

K

,

K

1

,

K

2

and

L

are not variables. They are commands of the type that take

an argument immediately before them. See “Calculating Estimated Values”
for more information.

To input the single-variable data

x

= {1, 2, 2, 3, 3, 3, 4, 4, 5}, using

the FREQ column to specify the number of repeats for each items

({

x

n

; freq

n

} = {1;1, 2;2, 3;3, 4;2, 5;1}), and calculate the mean and

population standard deviation.

(SETUP)A(STAT)(ON)

(STAT)(1-VAR)

1

2 3 4 5 AC

1

2 3 2

(STAT)(Var)(M)

(STAT)(Var)(

x

S

n

)

Results: Mean: 3 Population Standard Deviation: 1.154700538

2

2

STAT

STAT