Introduction for Solving Standard Deviation Formula

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Introduction for solving standard deviation formula: In Statistics, the standard deviation is named as the determination of indecision of a chance variable, expressed as the average deviation of a group of data from its arithmetic mean and planned as the positive square root of the inconsistency. In this article we are discuss about solving standard deviation formula problems. The following formula for solving standard deviation. [S = sqrt ((sum(X -M)^2)/(N-1))] M – Mean of given values. N – Total number of values. X – Specified value. Example problems for solving standard deviation formula: Solving standard deviation formula- Example 1 Solve the standard deviation for the values 35, 33, 24, 26 and 22. Solution: (i) Find the mean and deviation for the given values. X = 35, 33, 24, 26 and 22. M = [(35 + 33 + 24 + 26 + 22)/5] = [140/5] = 28 (ii) Then we ca...

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