geometric mean

The geometric mean can be understood in terms of geometry.

The geometric mean of a data set is given by:

An overall score is based on a geometric mean.

The arithmetic mean return is always higher than the geometric mean.

Figure 1 also attempts to represent geometric means by columns, which makes no scientific sense.

Therefore, we never actually get an inequality involving the geometric mean of three equal numbers.

The geometric mean of two numbers is midway between the numbers.

It states that the geometric mean of the two segments equals the altitude.

This makes the choice of the geometric mean less obvious than one would expect from the "Properties" section above.

Proposition 25 has as a special case the inequality of arithmetic and geometric means.

All but a few of the elementary indices are based on geometric mean formulas.

"Do you want frequency distribution or a geometric mean?"

The geometric mean is the root of the product of all values.

It is an example of a geometric mean.

Thus, the distances are both equal to the geometric mean of and .

The geometric mean of those numbers usually produces a power law with a characteristic exponent.

It uses the geometric mean rather than the arithmetic mean.

The arithmetic and geometric means "agree" that computer C is the fastest.

By the inequality of arithmetic and geometric means, we have:

Note that the geometric mean is "less" than the arithmetic mean.

Similarly, the harmonic mean is lower than the geometric mean.

The answer is because the mean does not provide as much information as the geometric mean.

The two numbers whose product is 36 and whose geometric mean is 6?

The new index will employ what is known as the geometric means method to capture substitution.

Every element and every operation within the algebra has geometric meaning.