classical method, P-value method, and confidence interval method

traditional method, P-value method, and confidence interval method

traditional method, modern method, and confidence interval method

traditional method, P-value method, and non-confidence interval method

formulates a plan | correct statistical test | chooses an appropriate level of significance | design the study

design the study | correct statistical test | chooses an appropriate level of significance | formulates a plan

choose an appropriate level of significance | design the study | correct statistical test | formulates a plan

design the study | correct statistical test | chooses an appropriate level of significance | formulates a plan for normal distribution

design the study | correct statistical test | chooses an appropriate level of significance | formulates a plan for z distribution

R to get (β)

normal distribution get z-value

Chi-squared test to get 4 methods, 2 degrees of freedom and n-1 number of samples

Tests on Two Means

z test to get 4 methods, 2 degrees of freedom and n-1 number of samples

R to get 1 - β

Orange to get (β)

normal distribution get z-value

Chi-squared test to get 4 methods, 2 degrees of freedom and n-1 number of samples

Tests on Two Means

z test to get 4 methods, 2 degrees of freedom and n-1 number of samples

Orange to get (β)

R to get beta (β)

R to get alpha

degree normality of the denominator in F table for Anova

degree of freedom of the numerator in F table for Anova

degree of freedom of the numerator in F table for normal distribution

degree of freedom of the denominator in F table for Anova

degree of freedom of the numerator in F table for Chi-squared distribution

calculate w for Tukey validation

get higher f(calc) to reject H(alternative)

Accept H(null) and reject H(alternative)

get lower f(calc) to reject H(alternative)

Reject H(null) and accept H(alternative)

degree normality of the denominator in F table for Anova

degree of freedom of the denominator in F table for Anova

degree of freedom of the numerator in F table for Anova

degree of freedom of the numerator in F table for normal distribution

degree of freedom of the numerator in F table for Chi-squared distribution

Anova

normal distribution

Chi-squared test

student T test

Tests on Two Means

z test

variances

none of the other answers are correct

normal distribution get z-value

R to get beta (β)

means

proportions

standard deviations

the F- of the table value

the target value for a certain value beta

the target value for a certain value alpha

using R to get beta (β)