1. Suppose the amount of money UCLA students spend on movies during a one month period observes normal distribution. A sample is taken containing monthly movie spending in dollars for several UCLA students as 66.72, 50.23, 40.57, 45.53, 60.45, 70.85, 57.49, and 53.46. Round your numbers to two decimal places. All the calculation should be preceded with the formula used. a. Calculate the sample mean, sample standard deviation, and standard error.
1. Sample mean is
Create the following table.
data | data-mean | (data - mean)2 |
66.72 | 11.0575 | 122.26830625 |
50.23 | -5.4325 | 29.51205625 |
40.57 | -15.0925 | 227.78355625 |
45.53 | -10.1325 | 102.66755625 |
60.45 | 4.7875 | 22.92015625 |
70.85 | 15.1875 | 230.66015625 |
57.49 | 1.8275 | 3.33975625 |
53.46 | -2.2025 | 4.85100625 |
Find the sum of numbers in the last column to get.
So standard deviation is
Standard error is
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