Casio CLASSPAD 330 3.04 User Manual page 934

Name
Frequency of Mode Values
ModeFStat
(Statistics Calculation)
Number of Mode Values
ModeNStat
(Statistics Calculation)
ModeStat Mode Value (Statistics Calculation)
MSe Mean Square Error for Regression
n Stat Size of Sample 1 (Statistics Calculation)
1
n Stat Size of Sample 2 (Statistics Calculation)
2
ncSeq Sequence Graph Trace Variable
nSeq Sequence Variable
nStat Sample Size (Statistics Calculation)
Observed Observed Matrix for
ˆ
p
Estimated Proportion
ˆ
p
Estimated Proportion of Sample 1
1
p ˆ
Estimated Proportion of Sample 2
2
p
prob -value
p
probA -value of Factor A
p
probAB -value of Factor A
p
probB -value of Factor B
First Quartile Point
Q Stat
1
(Statistics Calculation)
Third Quartile Point
Q Stat
3
(Statistics Calculation)
Graph Expression Input Variable,
r r
1( )~ 100( )
r
= Expression Type
r 2
Corr Coefficient of Determination
Internal Variable Used for Calculation
randResult
of Next Random Number
Graph Coordinate Value Storage
rc
Variable
rCorr Correlation Coefficient
residual Residual Data Storage List
Seed Random Seed Value
3D Graph View Window Display
smin3D
s
Minimum Value
3D Graph View Window Display
smax3D
s
Maximum Value
s
Pooled Sample Standard Deviation
p
SqEnd Sequence Creation Variable
-7-4
System Variable Table
Description
2
Test
Factor B
20090601
Input Delete Data Type
– – EXPR (Real Number)
– – EXPR (Real Number)
– – LIST {Real Number}
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – MAT {Real Number}
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
FUNC
(Define)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – EXPR (Real Number)
– – LIST {Real Number}
– – EXPR (Real Number)
– EXPR(Real Number)
– EXPR(Real Number)
– – EXPR (Real Number)
– EXPR (Real Number)
Default
–1
0
0
−
5