Input And Output Terms - Casio fx-CP400 User Manual

Input and Output Terms

k Input Terms
C-Level: confidence level (0 s C-Level < 1)
Contrib: name of list specifying the contribution of
each observed count
df
: degrees of freedom
Expected: name of list that is for saving expected
frequency
Freq, Freq(1), Freq(2): frequency (1 or list name)
List, List(1), List(2): list where sample data is located
Lower (Distribution): lower bound
M
: number of success in population*
Matrix (χ 2 Test): name of matrix containing observed
values* 2
n
(Hypergeometric Distribution): number of trials from
1
population*
n 1
: sample size*
n n
/ : size of {sample 1 / sample 2}*
1 2
N
: population size (integer,
Numtrial: number of trials *
Observed (χ 2 GOF Test): name of list containing
observed counts (all cells positive integers)
2
Observed (χ Test): name of matrix containing
2
observed values*
p
: expected sample proportion (0 <
0
p
condition (2-Proportion
1
3
test conditions*
Pooled: pooling On or Off
pos
: probability of success
prob
(Inv. Distribution): cumulative probability value
(0 s s 1)
Prop condition (1-Proportion
proportion test conditions*
*1 positive integer
*2 positive integers in all cells for 2 × 2 and larger matrices; positive real numbers for one row matrices
*3 " " specifies two-tail test, "<" specifies one-tail test where sample 1 is smaller than sample 2, ">" specifies
one-tail test where sample 1 is greater than sample 2.
*4 " " specifies two-tail test, "<" specifies lower one-tail test, ">" specifies upper one-tail test.
1
1
s , s )
1
< 1)
0
Test): sample proportion
(0 s s 1)
Test): sample
4
s : sample standard deviation (0 < s )
x
s / s : sample standard deviation of {sample 1 /
x x
1 2
sample 2} (0 < s , 0 < s
1
Upper (Distribution): upper bound
x
(1-Proportion Test): sample value*
x
(1-Proportion Interval): data value*
(Binomial PD): specified trial (integer, 0 s s )
x
x
(Poisson PD, Geometric PD, Hypergeometric PD):
1
specified trial*
x
(Other than the above): data value
_
x
: sample mean
_ _
x x
/ : sample mean of {sample 1 data / sample 2
1 2
data}
x x
/ (1-Proportion Interval): data value of {sample
1 2
1 / sample 2} (integer, 0 s
XList / YList: -data list / -data list
& ρ ρ condition (LinearReg Test):
test conditions* 4
λ : mean (0 < )
(Distribution): population mean
condition (1-Sample
population mean value test conditions*
: assumed population mean
0
(2-Sample Test): population mean value test
1
3
conditions*
(2-Sample Test): sample mean value test
1
3
conditions*
σ: population standard deviation (0 < σ)
σ
condition (2-Sample
1
deviation test conditions*
σ / σ
: population standard deviation of {sample 1 /
1 2
sample 2} (0 < σ / 0 < σ
1
Chapter 7: Statistics Application
)
2
1
1
, 0 s
)
1 2
and ρ -value
Test, 1-Sample Test):
4
Test): population standard
3
)
2
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