what is the probability of a type II error when α=0.05 ?
A. 0.025
B. 0.95
C. 0.05
D. Cannot be determined without more information
A. 0.025
B. 0.95
C. 0.05
D. Cannot be determined without more information
A. n > 30
B. N(1 – p) > 5
C. 2 n 5
E. N < 30
A. Standard Error of the Means
B. The t-ratio
C. Degrees of Freedom
D. All Above
A. Estimate
B. Test Statistics
C. Estimation
D. Sample
E. Estimator
A. Variances
B. Proportions
C. Only two parameters
D. Means
A. Unpredictable
B. A correct Decision
C. Type-II Error
D. Type-Error
A. Constant
B. Variable
C. All of above
D. Non of these
A. Acceptance Region
B. Type-I error
C. Type-II Error
D. Rejection Region
A. β
B. α
C. (1 – α )
D. (1 – β)
A. Critical value
B. Confidence limits
C. Confidence boundaries
D. None of these