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One Sample Z-Test (for mean)
1. σ is known
2. SRS
3. normal distribution
or
n is large (>30)
Two Sample Z-Test (for mean)
1. both σs are known
2. SRS
3. independent samples
4. normal distribution
or
n is large (>30)
One Sample T-Test (for mean)
1. σ is unknown
2. SRS
3. observations have a normal distribution
or
n is large (>40)
Two Sample T-Test (for mean)
1. both σs are unknown
2. two independent SRSs
3. populations are normal
or
n1+n2 is large (>40)
One Sample Z-Test for a Proportion
1. SRS
2. population ≥10n
3. np0>10
4. n(1-p0).10
Two Sample Z-Test for Proportions
1. SRSs
2. independent samples
3. n1 p1 > 10
4. n1(1-p1)>10
5. n2 p2>10
6. n2(1-p2)>10
Regression Inference
1. x and y are linearly related
2. response variables have normal distribution at a fixed value of x
3. same σy, for all x values
Chi-Squared Test
1. SRS(s)
2. no expected counts <1
3. no more than 20% of expected counts <5
Z Confidence Interval for Mean
1. σ is known
2. SRS
3. population is normal
or
n is large (≥30)
T Confidence Interval for Mean
1. σ is unknown
2. SRS
3. population is normal
or
n is large (≥30)
T Confidence Interval for Difference of Population Proportions
1. SRS(s)
2. independent samples
3. populations are normal
or
n1+n2 is large (≥40)
Confidence Interval for Population Proportion
1. SRS
2. population ≥10n
3. n p > 10
4. n(1-p) > 19
Z Confidence Interval for Difference of Population Proportions
1. SRS(s)
2. population >10n
3. independent samples
3. n1 p1 >10
4. n1(1-p1)> 10
5. n2 p2 >10
6. n2(1-p2)> 10
Confidence Interval for Regression of Line Slopes
1.SRS
2. response variable have normal distribution at a fixed value of x
3. same σy for all x vales