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For the following distribution of dualistic blood pressure of men find the standard deviation and the variance?
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For the following distribution of dualistic blood pressure of men find...
Calculating Standard Deviation and Variance
- Step 1: Calculate the Mean
To find the standard deviation and variance of the blood pressure distribution, start by calculating the mean of the data set.
- Step 2: Find the Deviation
Next, subtract the mean from each data point to find the deviation for each value in the distribution.
- Step 3: Square the Deviation
Square each deviation calculated in the previous step. This step is essential to ensure that negative deviations do not cancel out positive deviations.
- Step 4: Calculate the Variance
Find the average of the squared deviations. This value represents the variance of the blood pressure distribution.
- Step 5: Find the Standard Deviation
To find the standard deviation, take the square root of the variance calculated in the previous step. This value represents the spread or dispersion of the data set.
By following these steps, you can accurately determine the standard deviation and variance of the dualistic blood pressure distribution of men. These statistical measures provide valuable insights into the variability and distribution of the data set, aiding in further analysis and interpretation.
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For the following distribution of dualistic blood pressure of men find the standard deviation and the variance?
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