00:01
So for this question, 21, we have to think about the sampling distribution of the sample main, which can be expressed using its normal distribution.
00:11
Main is equal to 14.
00:14
Sample size is 100.
00:16
The deviation of the population is 2.
00:18
So we want to get the probability that the sample main is over 14 .5 using this normal distribution.
00:27
Then the probability is 0 .0062.
00:30
22, again is a sampling distribution, with different population main, different sample size, and different stand deviation.
00:39
And now, sample may is smaller than are equal to 6 .9, with probability 0 .0548.
00:46
The last one, we consider this, that the stand deviation is 10, sample size is 100, and we want to make sure that we want to find the probability that sample man is 6%.
01:00
Within one stand deviation of the population main.
01:03
So this is expressed in this way...