trioctile (Meaning)
trioctile (n.)
An aspect of two planets with regard to the earth when they are three octants, or three eighths of a circle, that is, 135 degrees, distant from each other.
Synonyms & Antonyms of trioctile
No Synonyms and anytonyms found
trioctile Sentence Examples
- The trioctile, which divides a data set into three equal parts, is a useful measure of central tendency.
- The trioctile of the dataset is 75, meaning that 25% of the data is below 75 and 75% is above it.
- The trioctile can be used to identify outliers, as data points that deviate significantly from the trioctile may be considered extreme.
- In a normal distribution, the trioctile is equal to the median, which is the middle value of the data set.
- The trioctile can be used as a measure of skewness, with a left-skewed distribution having a trioctile less than the median and a right-skewed distribution having a trioctile greater than the median.
- The trioctile is related to the quartiles, with the lower trioctile being equivalent to the first quartile and the upper trioctile being equivalent to the third quartile.
- The trioctile can be calculated using various methods, including using the Excel formula QUARTILE.INC or using a statistical software package.
- The trioctile is a more robust measure of central tendency than the mean or median, as it is less affected by outliers.
- The trioctile is sometimes referred to as the "middle quartile" or the "interquartile range".
- Understanding the trioctile can help researchers and analysts gain insights into the distribution of data and make informed decisions based on the data.
FAQs About the word trioctile
An aspect of two planets with regard to the earth when they are three octants, or three eighths of a circle, that is, 135 degrees, distant from each other.
No synonyms found.
No antonyms found.
The trioctile, which divides a data set into three equal parts, is a useful measure of central tendency.
The trioctile of the dataset is 75, meaning that 25% of the data is below 75 and 75% is above it.
The trioctile can be used to identify outliers, as data points that deviate significantly from the trioctile may be considered extreme.
In a normal distribution, the trioctile is equal to the median, which is the middle value of the data set.
