1 |
The power of the test is equal to: |
α
1 - α
β
1 - β
|
2 |
Which hypothesis is always in an inequality form? |
Simple hypothesis
Alternative hypothesis
Null hypothesis
Composite hypothesis
|
3 |
P(type II error) is equal to: |
α
β
1 - α
1 - β
|
4 |
P(type I error) is equal to: |
1 - α
1 - β
α
β
|
5 |
Level of significance is also called: |
Power of the test
Size of the test
Level of confidence
Confidence coefficient
|
6 |
1 - α is the probability associated with: |
Type-I error
Type-II error
Level of confidence
Level of significance
|
7 |
1 -&=nbsp;α is call: |
Confidence coefficient
Power of the test
Size of the test
Level of significance
|
8 |
The choice of one-tailed test and two tailed test depends upon: |
Composite hypothesis
Null hypothesis
Alternative hypothesis
Simple hypothesis
|
9 |
A hypothesis that specifies all the value of parameter is called: |
Statistical hypothesis
Simple hypothesis
Composite hypothesis
None of these
|
10 |
The alternative hypothesis is also called: |
Null hypothesis
Statistical hypothesis
Research hypothesis
Simple hypothesis
|
11 |
A quantitative statement about a population is called: |
Research hypothesis
Composite hypothesis
Simple hypothesis
Statistical hypothesis
|
12 |
A statement about the value of a population parameter is called: |
Null hypothesis
Alternative hypothesis
Simple hypothesis
Composite hypothesis
|
13 |
If 1-α = 0.90, the value of Za/2 is: |
1.645
1.96
2.326
2.575
|
14 |
The following statistic are unbiased estimators: |
The Sample mean
S<sup>2</sup> = Σ(X - X)<sup>2</sup>/n-1
The sample proportion
All the above
|
15 |
The distance between an estimate and the estimated parameter is called: |
Sampling error
Standard error
Bias
Error of estimation
|
16 |
By increasing the sample size, the precision of confidence interval is: |
Decreased
Increased
Constant
Unchanged
|
17 |
If (1-α) is increased, the with of a confidence interval is: |
Decreased
Increased
Constant
Same
|