| 21. | This gives E'= \ sqrt { 2 E m }, which is roughly the geometric mean.
|
| 22. | These independent size estimates overlap at an average geometric mean diameter of roughly 1, 400 km.
|
| 23. | The answer is because the mean does not provide as much information as the geometric mean.
|
| 24. | In this case, their geometric mean has the same value, Hence, unless are all equal, we have.
|
| 25. | The geometric mean of the two distances is the length of the semi-minor axis " b ".
|
| 26. | The geometric mean of all the benchmark suite application ratios is then computed as the SPECfp score.
|
| 27. | This gives a succinct and quadratically converging iterative method for evaluating the circumference using the arithmetic-geometric mean.
|
| 28. | Instead, we can use the geometric mean.
|
| 29. | The arithmetic harmonic mean can be similarly defined, but takes the same value as the geometric mean.
|
| 30. | See Inequality of arithmetic and geometric means.
|
