The geometric mean is the nth root of the product of a set of samples. Simply put, it represents the average value of a set of 2 or more samples that may have geometric progression characteristics. Because the calculation involves multiplying all numbers together, no number can equal 0.

To use the geometric mean calculator simple enter your samples. Then process the samples by clicking on the [SUBMIT] button. Do not skip any entry boxes. TNTC or tntc are acceptable. They will be converted to 20,000. Calculations start with POINT1 and end at the first BLANK or ZERO point.

A graph is now displayed with the results. Your points, the geometric mean, arithmetic mean, +/- 1 standard deviation from the geometric mean, and the linear equation created using least squares approximation are displayed. Graph is automatically displayed for sample sets of less than 32 points with a maximum point less than 50,000. You can click on the graph to enlarge it.

BONUS FEATURES:
The following values are also calculated:

• Maximum
• Minimum
• Arithmetic mean
• Standard deviation
• Count of samples
• Sum of samples
• First order equation computed using least squares method.

Geometric Mean calculator

Comments or suggestions for additional features