00:01
One of your distributors reports an average of 150 sales per day.
00:08
You suspect that this average is not accurate, so you randomly select 35 days and determine the number of sales each day.
00:16
The sample mean is 143 daily sales with a standard deviation of 15 sales.
00:25
At alpha equals 0 .10, is there enough evidence to doubt the distributor's reported average? we're going to start by identifying the claim and then stating our null and alternative hypothesis.
00:40
So our claim is that the distributor's average daily sales are off.
00:44
Our null hypothesis is going to be that the average is 150, and our alternative hypothesis is that the average is not 150.
00:58
So identify the level of significance.
01:02
Since we are using alpha equals 0 .10, we will be using 1 .645.
01:11
Now let's go ahead and find the z, sorry, test statistic...