Microsoft Office Tutorials and References
In Depth Information
RAN RANK returns the rank of a number in a list of numbers.
As seen in Figure 11.40, the RANK function is used to provide the relative position of the
number you specify in relation to the other numbers in the data set.
Is the number of the rank you want to determine.
Is the data set of values being assessed.
Is an indicator of how the numbers should be ranked. If zero (0) or omitted,
the list is ranked as if it were in descending order. If any non-zero value, the
list is ranked as if it were in ascending order.
Although duplicate numbers are treated as having the same rank, the numbering is effected
when duplicates are present. In Figure 11.40, there are several duplicates; number 84 appears
twice. 84 is ranked third, and 81 is ranked fifth; no number is ranked fourth.
Figure 11.40
Be sure the data set is
sorted by the values,
either ascending or
RSQ RSQ returns the r 2 value of a linear regression line.
The r 2 value is the proportion of the variance in y attributed to the variance in x. Also known
as the Pearson product moment correlation coefficient (see the PEARSON function earlier in
this chapter). The closer r 2 is to one (1), the better the regression line fits your data. Figure
11.41 shows an example of calculating this function. If you add a linear trendline to an Excel
chart, you can have the r 2 value display on the chart.
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