Texas Instruments TI-82 User Manual - Page 168

Statistical Variables - standard deviation

Page 168 highlights

Statistical Variables The statistical variables are calculated as indicated below. Some are displayed when 1-Var Stats or 2-Var Stats are calculated. You can access these variables for use in expressions through the  Statistics... menus. If a list is edited or the type of analysis is changed, all statistical variables are cleared. Variables mean of x values sum of x values sum of x2 values sample standard deviation of x population standard deviation of x number of data points mean of y values sum of y values sum of y2 values sample standard deviation of y population standard deviation of y sum of x ... y minimum of x values maximum of x values minimum of y values maximum of y values 1st quartile median 3rd quartile regression/fit coefficients polynomial coefficients correlation coefficient regression equation summary points (Med.Med only) 1-Var Stats v Gx Gx2 Sx sx n minX maxX Q1 Med Q3 2-Var Stats v Gx Gx2 Sx sx n w Gy Gy2 Sy sy Gxy minX maxX minY maxY Other a, b a, b, c, d, e r RegEQ x1, y1, x2, y2, x3, y3 VARS Menu X/Y G G X/Y X/Y X/Y X/Y G G X/Y X/Y G X/Y X/Y X/Y X/Y BOX BOX BOX EQ EQ EQ EQ PTS Q1 and Q3 The quartile Q1 is the median of the ordinals to the left of Med. The quartile Q3 is the median of the ordinals to the right of Med. 12-14 Statistics

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12-14
Statistics
Statistical Variables
The statistical variables are calculated as indicated below. Some are displayed
when 1-Var Stats or 2-Var Stats are calculated. You can access these variables
for use in expressions through the
±
Statistics... menus. If a list is edited or
the type of analysis is changed, all statistical variables are cleared.
Variables
1-Var
Stats
2-Var
Stats
Other
VARS
Menu
mean of
x
values
v
v
X/Y
sum of
x
values
G
x
G
x
G
sum of
x
2
values
G
x
2
G
x
2
G
sample standard deviation of
x
Sx
Sx
X/Y
population standard deviation of
x
s
x
s
x
X/Y
number of data points
n
n
X/Y
mean of
y
values
w
X/Y
sum of
y
values
G
y
G
sum of
y
2
values
G
y
2
G
sample standard deviation of
y
Sy
X/Y
population standard deviation of
y
s
y
X/Y
sum of
x
y
G
xy
G
minimum of
x
values
minX
minX
X/Y
maximum of
x
values
maxX
maxX
X/Y
minimum of
y
values
minY
X/Y
maximum of
y
values
maxY
X/Y
1st quartile
Q
1
BOX
median
Med
BOX
3rd quartile
Q
3
BOX
regression/fit coefficients
a
,
b
EQ
polynomial coefficients
a
,
b
,
c
,
d
,
e
EQ
correlation coefficient
r
EQ
regression equation
RegEQ
EQ
summary points (
Med
.
Med
only)
x
1
,
y
1
,
x
2
,
y
2
,
x
3
,
y
3
PTS
Q
1
and Q
3
The quartile
Q
1
is the median of the ordinals to the left of
Med
. The quartile
Q
3
is the median of the ordinals to the right of
Med
.