=
=
= = 6.2
Standard Deviation =
6.3 | 6.3-6.2 = 0.1 | 0.01 |
6.3 | 6.3-6.2 = 0.1 | 0.01 |
6.2 | 6.2-6.2 = 0 | 0 |
6.4 | 6.4-6.2 = 0.2 | 0.04 |
5.8 | 5.8-6.2 = -0.4 | 0.16 |
Σ 0.22 |
2. In random samples of 64 boats out of a total 2400 boats, the mean number of defective boats is 3.2 with a sample standard deviation 0.8. The standard error of the mean is
~ 0.107
~ 0.40
~ 0.97
~ 0.097
Answer: (D) ~ 0.97
Explanation: Standard Error of Mean (SEM) =
=
= 0.8/8
= 0.1
3. If the standard deviation of a population is 20 and the standard error of mean is 4, then the sample size is:
25
80
5
100
Answer: (A) 25
Explanation: Standard Error of Mean (SEM) =
4 =
= 20/4 = 5
S0, n= (5)2 = 25
-Mayank