Question: In a sample data consisting of three observations, the mean is equal to the median and the sum of the three values is 39.

In a sample data consisting of three observations, the mean is equalto the median and the sum of the three values is 39.If the range of the three values is 60, then the samplevariance Question Help: Video Message instructor Submit Question hp A boxplot fora sample data is shown below. There are no outliers. -22 1348 83 118 -40 -20 0 20 40 Sample Data 50 60

In a sample data consisting of three observations, the mean is equal to the median and the sum of the three values is 39. If the range of the three values is 60, then the sample variance Question Help: Video Message instructor Submit Question hp A boxplot for a sample data is shown below. There are no outliers. -22 13 48 83 118 -40 -20 0 20 40 Sample Data 50 60 88 80 100 120 Q a. The range of the sample data = b. The third (upper) quartile = c. The interquartile range, IQR = d. The maximum value in the sample data = e. There is % of the data between 13 and 48. f. There is % of the data between - 22 and 118. + ideas.humber.ca/assess2/?cid=1051&ald=52197+/skip/ M Gmail YouTube Maps f. There is % of the data between 22 and 118. g. The distribution of the data is Select an answer Question Help: Video Message instructor Submit Question Total 270 Report the sample standard deviation accurate to 2 decimal places. 2. The sample standard deviation, s = Question Help: Video Message instructor Submit Question Score: 44.06/100 8/16 answered Question 8 The mean and median of a sample of three values are 40 and 49 respectively. If the median is larger than the smallest value by 32, then the sample variance = Question Help: Video Message instructor Submit Question hp M Gmail YouTube Maps The following table is set up to calculate the standard deviation of a sample of 6 credit card balances (x). A negative balance indicates an overpayment. 1. Fill in the missing values. Card 1 2 17 3 117 4 x = x 58 (x x) 3364 784 5184 63 3969 5 16 -29 6 Total 270 -136 18496 Report the sample standard deviation accurate to 2 decimal places.

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