Question

Summary statistics from a sample were: Sigma x^(2)= 66, Sigma x=12, and N=4. The standard error of the mean is Hint: Use these values to calculate the sum of squares (SS) Plug in the values into the standard deviation formula when population mean is not known (hat(S)) Plug into standard error formula when population is not known (S_(ar{x} )) 1.58 .79 2.52 1.37 Summary statistics from a sample were: x2 66. X = 12, and N = 4. The standard error of the mean is Hint: 1. Use these values to calculate the sum of squares (SS) 2. Plug in the values into the standard deviation formula when population mean is not known (S) 3. Plug into standard error formula when population is not known (S-x) 1.58 .79 2.52 1.37

          Summary statistics from a sample were: Sigma x^(2)= 66, Sigma x=12, and N=4. The standard error of the mean is
Hint:
Use these values to calculate the sum of squares (SS)
Plug in the values into the standard deviation formula when population mean is not known (hat(S))
Plug into standard error formula when population is not known (S_(ar{x} ))
1.58
.79
2.52
1.37
Summary statistics from a sample were: x2  66. X = 12, and N = 4. The standard error of the mean is
Hint:
1. Use these values to calculate the sum of
squares (SS)
2. Plug in the values into the standard deviation formula when population mean is not known (S) 3. Plug into standard error formula when population is not known (S-x)
1.58
.79
2.52
1.37

summary statistics from a sample were sigma x2 66 sigma x12 and n4 the standard error of the mean is hint use these values to calculate the sum of squares ss plug in the values into the stan 09022

Added by Beth P.

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