How To Calculate A Geometric Mean. Calculate Geometric Mean Using NumPy. How to calculate geometric mean. Usually when you calculate the geometric mean of the returns of an investment over the years with positive and negative returns you are trying to find an equivalent average compounded return for the period. Put simply the geometric average return takes into account the compound interest over the number of periods.
The basic formula for calculating a Geometric Mean is Exp Log XN where X is the product of the data points and N is the count of the data points. For our example we are going to use. Formula for Geometric Mean For GM formula multiply all the n numbers together and take the nth root of them. Using the same example as we did for the arithmetic mean the geometric mean calculation equals. Rn growth rate for year N. A student got the following scores out of 100 in different subjects in an examination.
To calculate the geometric mean we find the nth root of the product of n numbers.
Rn growth rate for year N. Where n is number of numbers and X1Xn are the numbers from the first to the n-th. This geometric average calculator will shows you the step-by-step calculations for the given set of numberspercentages and find different mathematical related-terms. Geometric mean is a mean or average which indicates the central tendency of a set of numbers by using the product of their values. To calculate the geometric mean of a set of N data values we need to extract the Nth root of their product. An alternative way to write the formula is X1 x X2.