Casio fx-CP400 User Manual page 144

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Z
1-Sample
Interval .... [Interval] - [One-Sample Z Int]
Calculates the confidence interval for the population mean based on a sample mean and known population
standard deviation.
0708
To specify the data below and perform a 1-Sample
list1: {299.4, 297.7, 301, 298.9, 300.2, 297}
Population standard deviation: 3
Significance level: 5% ( = confidence level: 95%)
Z
2-Sample
Interval .... [Interval] - [Two-Sample Z Int]
Calculates the confidence interval for the difference between population means based on the difference
between sample means when the population standard deviations are known.
Z
1-Proportion
Interval .... [Interval] - [One-Prop Z Int]
Calculates the confidence interval for the population proportion based on a single sample proportion.
Z
2-Proportion
Interval .... [Interval] - [Two-Prop Z Int]
Calculates the confidence interval for the difference between population
proportions based on the difference between two sample proportions.
t
1-Sample
Interval .... [Interval] - [One-Sample Int]
Calculates the confidence interval for the population mean based on a sample mean and a sample standard
deviation when the population standard deviation is not known.
t
2-Sample
Interval .... [Interval] - [Two-Sample Int]
Calculates the confidence interval for the difference between population means based on the difference
between sample means and sample standard deviations when the population standard deviations are not
known.
 When the two population standard deviations
are equal (pooled)
 When the two population standard deviations
are not equal (not pooled)
General Confidence Interval Precautions
If you input a C-Level (confidence level) value in the range of 0 s C-Level < 1, the value you input is used. To
specify a C-Level of 95%, for example, input "0.95".
Interval calculation
2
= 1/(
/(
– 1) + (1 – )
1
– o
= (o
1
=
=
α
1
2
2
1
2
= o
² o


2
s = ((
– 1)s
+ (
1
1
2
– o
= (o
)
1
2
2
/(
– 1))
= (s
2
Chapter 7: Statistics Application
σ
α
= o
2
σ
σ
α
2
2
1
2
)
+
2
2
1
2
α
1
1–
2
1
1
2
2
1–
1–
1
1
2
2
+
1
2
α
s
= o
–1
2
_
 

s


²





2
– 1)s
)/(
+
– 2)
2
1
2
α
s
s
2
2
1
2
+
2
1
2
2
2
2
/
)/(s
/
+ s
/
)
1
1
1
1
2
2
144

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