Alpha = 0.25 gives the first quartile, Alpha = 0.5 gives the median, and Alpha = 0.75 gives the third quartile.For example, if we have a data set with five values, then alpha values of 0, 0.25, 0.5, 0.75, and 1 will pick out the values in the data set in ascending order. If Alpha is not a multiple of 1/(n-1) then the function interpolates to obtain the value between two data points, where n is the total number of data points.If Alpha is greater than 1 or less than 0 then the function returns an error value.Returns a real number which is the scale value for the specified data set and alpha.ĭata is an array or a reference to the range of cells that represents the array of data.Īlpha is a real number or a reference to the cell containing that number which represents the percentage of the scale between 0 and 1 (inclusive). For example, an alpha of 0.5 gives the 50th percentile, also known as the median. This function uses an alpha argument lying in the range 0 to 1 (inclusive), which corresponds to a percentage in the range 0% to 100%. The nth percentile of a data set is the value below which n% of the data set lies. Percentiles can be used to understand the significance of particular values within a data set. That's it.Calculates the alpha-percentile of data values in an array of numbers. Repeat the same process for other phrases. Also, you can empty all the fields using the "Reset All" button. As a result, you will get the conversion result below with full math calculation. Then you can input the values or numbers inside the empty boxes. So, firstly, you have to decide what type of calculation do you want to do. When you open the website, you can see many blank input boxes. Later you can follow the same process to operate others. So, here we will discuss only one section.
But the usage process is similar for all. We have developed 5 different sections in Percentage Calculator.
Also, every part of the calculator has its own functionality and everything is free to use. Our tool stands out to be the best in all these terms. So, they can use it anytime and anywhere. Nowadays, online users always need efficient, all-time handy, accurate, and easy-to-use calculators.
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