Geometric Mean Calculator
The Geometric Mean Calculator will calculate the geometric mean for the given numbers in a few seconds. Simply enter the input values in this geometric mean calculator, separated by a comma, and obtain the mean answer quickly.
Geometric Mean Calculator: To simply determine the Geometric mean for a series of integers or percentages, use this online calculator. Negative numbers are handled correctly. The geometric mean is the average of a set of relevant numbers multiplied together to create a product. When all the quantities have the same value, use this online statistical geometric mean calculator to get the geometric mean value of the given numbers or statistical data. Because, the average rate of return figures are computed using the product of the terms, the geometric mean is also known as the compounded annual growth rate.
Geometric Mean Definition & Formula
The Geometric Mean is an average value or mean that represents the central tendency of a group of numbers by calculating the product of their values. Measures of central tendency are used in mathematics and statistics to express the summary of all the values in a data collection. The mean, median, mode, and range are the most important measurements of central tendency.
The Geometric Mean denotes the central tendency of a set of numbers by taking the nth root of the product of their values.
The formula for the geometric mean = (x1 × x2 × x3...× xn)1/n
Where,
n = total number of terms
Different terms are x1, x2, x3, . . . xn
Along with this free and handy online harmonic mean calculator. you can also try other math concepts calculator tools by visiting this trusted portal called onlinecalculator.guide
Geometric Mean Examples
Question 1: Calculate the geometric mean of the numbers 6 and 7.
Solution:
Consider the problem, we have
The formula for the geometric mean = (x1 × x2 × x3...× xn)1/n
The geometric mean of 4 and 3 will be:
The geometric mean average will be (6*7)1/2
As a result, the geometric mean = 6.5.
FAQs on Geometric Mean Calculator
1. What about the Geometric Mean?
The compounding effect of the numbers in a series multiplied by taking the nth root of the multiplication is defined as geometric mean.
2. What is the formula for the geometric mean?
The formula for the geometric mean = (x1 × x2 × x3...× xn)1/n
Where,
- n be the total number of terms
- Different n terms are x1, x2, x3, . . . xn.
3. Mention some application of the geometric mean
The geometric mean has several advantages over the arithmetic mean, and it is often employed.
The following are some of the applications: