LibreOffice 7.2:n ohje

Returns the arithmetic mean of all cells in a range that satisfy a given condition. The AVERAGEIF function sums up all the results that match the logical test and divides this sum by the quantity of selected values.

Returns the arithmetic mean of all cells in a range that satisfy given multiple criteria. The AVERAGEIFS function sums up all the results that match the logical tests and divides this sum by the quantity of selected values.

Returns the average of the absolute deviations of data points from their mean. Displays the diffusion in a data set.

AVEDEV(Number 1 [; Number 2 [; … [; Number 255]]])

=AVEDEV(A1:A50)

Returns the average of the arguments.

AVERAGE(Number 1 [; Number 2 [; … [; Number 255]]])

=AVERAGE(A1:A50)

Returns the average of the arguments. The value of a text is 0.

AVERAGEA(Number 1 [; Number 2 [; … [; Number 255]]])

=AVERAGEA(A1:A50)

Returns the maximum value in a list of arguments.

Returns 0 if no numeric value and no error was encountered in the cell range(s) passed as cell reference(s). Text cells are ignored by MIN() and MAX(). The functions MINA() and MAXA() return 0 if no value (numeric or text) and no error was encountered. Passing a literal string argument to MIN() or MAX(), e.g. MIN("string"), still results in an error.

MAX(Number 1 [; Number 2 [; … [; Number 255]]])

=MAX(A1;A2;A3;50;100;200) returns the largest value from the list.

=MAX(A1:B100) returns the largest value from the list.

Returns the maximum value in a list of arguments. In opposite to MAX, here you can enter text. The value of the text is 0.

The functions MINA() and MAXA() return 0 if no value (numeric or text) and no error was encountered.

MAXA(Number 1 [; Number 2 [; … [; Number 255]]])

=MAXA(A1;A2;A3;50;100;200;"Text") returns the largest value from the list.

=MAXA(A1:B100) returns the largest value from the list.

Returns the median of a set of numbers. In a set containing an uneven number of values, the median will be the number in the middle of the set and in a set containing an even number of values, it will be the mean of the two values in the middle of the set.

MEDIAN(Number 1 [; Number 2 [; … [; Number 255]]])

for an odd number: =MEDIAN(1;5;9;20;21) returns 9 as the median value.

for an even number: =MEDIAN(1;5;9;20) returns the average of the two middle values 5 and 9, thus 7.

Returns the minimum value in a list of arguments.

Returns 0 if no numeric value and no error was encountered in the cell range(s) passed as cell reference(s). Text cells are ignored by MIN() and MAX(). The functions MINA() and MAXA() return 0 if no value (numeric or text) and no error was encountered. Passing a literal string argument to MIN() or MAX(), e.g. MIN("string"), still results in an error.

MIN(Number 1 [; Number 2 [; … [; Number 255]]])

=MIN(A1:B100) returns the smallest value in the list.

Returns the minimum value in a list of arguments. Here you can also enter text. The value of the text is 0.

The functions MINA() and MAXA() return 0 if no value (numeric or text) and no error was encountered.

MINA(Number 1 [; Number 2 [; … [; Number 255]]])

=MINA(1;"Text";20) returns 0.

=MINA(A1:B100) returns the smallest value in the list.

Returns the most common value in a data set. If there are several values with the same frequency, it returns the smallest value. An error occurs when a value doesn't appear twice.

MODE(Number 1 [; Number 2 [; … [; Number 255]]])

=MODE(A1:A50)

Returns a vertical array of the statistical modes (the most frequently occurring values) within a list of supplied numbers.

MODE.MULT(Number 1 [; Number 2 [; … [; Number 255]]])

As the MODE.MULT function returns an array of values, it must be entered as an array formula. If the function is not entered as an array formula, only the first mode is returned, which is the same as using the MODE.SNGL function.

=MODE.MULT(A1:A50)

Returns the most frequently occurring, or repetitive, value in an array or range of data. If there are several values with the same frequency, it returns the smallest value. An error occurs when a value doesn't appear twice.

MODE.SNGL(Number 1 [; Number 2 [; … [; Number 255]]])

If the data set contains no duplicate data points, MODE.SNGL returns the #VALUE! error value.

=MODE.SNGL(A1:A50)

Returns the negative binomial density or distribution function.

NEGBINOM.DIST(X; R; SP; Cumulative)

X represents the value returned for unsuccessful tests.

R represents the value returned for successful tests.

SP is the probability of the success of an attempt.

Cumulative = 0 calculates the density function, Cumulative = 1 calculates the distribution.

=NEGBINOM.DIST(1;1;0.5;0) returns 0.25.

=NEGBINOM.DIST(1;1;0.5;1) returns 0.75.

Returns the negative binomial distribution.

NEGBINOMDIST(X; R; SP)

X represents the value returned for unsuccessful tests.

R represents the value returned for successful tests.

SP is the probability of the success of an attempt.

=NEGBINOMDIST(1;1;0.5) returns 0.25.

Returns the density function or the normal cumulative distribution.

NORM.DIST(Number; Mean; StDev; C)

Number is the value of the distribution based on which the normal distribution is to be calculated.

Mean is the mean value of the distribution.

StDev is the standard deviation of the distribution.

C = 0 calculates the density function, C = 1 calculates the distribution.

=NORM.DIST(70;63;5;0) returns 0.029945493.

=NORM.DIST(70;63;5;1) returns 0.9192433408.

Returns the inverse of the normal cumulative distribution.

NORM.INV(Number; Mean; StDev)

Number represents the probability value used to determine the inverse normal distribution.

Mean represents the mean value in the normal distribution.

StDev represents the standard deviation of the normal distribution.

=NORM.INV(0.9;63;5) returns 69.4077578277. If the average egg weighs 63 grams with a standard deviation of 5, then there will be 90% probability that the egg will not be heavier than 69.41g grams.

Returns the density function or the normal cumulative distribution.

NORMDIST(Number; Mean; StDev [; C])

Number is the value of the distribution based on which the normal distribution is to be calculated.

Mean is the mean value of the distribution.

StDev is the standard deviation of the distribution.

C is optional. C = 0 calculates the density function, C = 1 calculates the distribution.

=NORMDIST(70;63;5;0) returns 0.03.

=NORMDIST(70;63;5;1) returns 0.92.

Returns the inverse of the normal cumulative distribution.

NORMINV(Number; Mean; StDev)

Number represents the probability value used to determine the inverse normal distribution.

Mean represents the mean value in the normal distribution.

StDev represents the standard deviation of the normal distribution.

=NORMINV(0.9;63;5) returns 69.41. If the average egg weighs 63 grams with a standard deviation of 5, then there will be 90% probability that the egg will not be heavier than 69.41g grams.

Returns the Pearson product moment correlation coefficient r.

PEARSON(Data1; Data2)

Data1 represents the array of the first data set.

Data2 represents the array of the second data set.

=PEARSON(A1:A30;B1:B30) returns the Pearson correlation coefficient of both data sets.

Returns the alpha-percentile of data values in an array. A percentile returns the scale value for a data series which goes from the smallest (Alpha=0) to the largest value (alpha=1) of a data series. For Alpha = 25%, the percentile means the first quartile; Alpha = 50% is the MEDIAN.

PERCENTILE(Data; Alpha)

Data represents the array of data.

Alpha represents the percentage of the scale between 0 and 1.

=PERCENTILE(A1:A50;0.1) represents the value in the data set, which equals 10% of the total data scale in A1:A50.

Returns the Alpha'th percentile of a supplied range of values for a given value of Alpha, within the range 0 to 1 (exclusive). A percentile returns the scale value for a data series which goes from the smallest (Alpha=0) to the largest value (Alpha=1) of a data series. For Alpha = 25%, the percentile means the first quartile; Alpha = 50% is the MEDIAN.

If Alpha is not a multiple of 1/(n+1), (where n is the number of values in the supplied array), the function interpolates between the values in the supplied array, to calculate the percentile value. However, if Alpha is less than 1/(n+1) or Alpha is greater than n/(n+1), the function is unable to interpolate, and so returns an error.

The difference between PERCENTILE.INC and PERCENTILE.EXC is that, in the PERCENTILE.INC function the value of alpha is within the range 0 to 1 inclusive, and in the PERCENTILE.EXC function, the value of alpha is within the range 0 to 1 exclusive.

PERCENTILE.EXC(Data; Alpha)

Data represents the array of data.

Alpha represents the percentage of the scale between 0 and 1.

=PERCENTILE.EXC(A1:A50;10%) represents the value in the data set, which equals 10% of the total data scale in A1:A50.

Returns the alpha-percentile of data values in an array. A percentile returns the scale value for a data series which goes from the smallest (Alpha=0) to the largest value (alpha=1) of a data series. For Alpha = 25%, the percentile means the first quartile; Alpha = 50% is the MEDIAN.

PERCENTILE.INC(Data; Alpha)

Data represents the array of data.

Alpha represents the percentage of the scale between 0 and 1.

=PERCENTILE.INC(A1:A50;0.1) represents the value in the data set, which equals 10% of the total data scale in A1:A50.

Returns the percentage rank of a value in a sample.

PERCENTRANK(Data; Value [; Significance])

Data represents the array of data in the sample.

Value represents the value whose percentile rank must be determined.

Significance An optional argument that specifies the number of significant digits that the returned percentage value is rounded to. If omitted, a value of 3 is used.

=PERCENTRANK(A1:A50;50) returns the percentage rank of the value 50 from the total range of all values found in A1:A50. If 50 falls outside the total range, an error message will appear.

Returns the relative position, between 0 and 1 (exclusive), of a specified value within a supplied array.

The difference between PERCENTRANK.INC and PERCENTRANK.EXC is that PERCENTRANK.INC calculates a value in the range 0 to 1 inclusive, whereas the PERCENTRANK.EXC function calculates a value in the range 0 to 1 exclusive.

PERCENTRANK.EXC(Data; Value [; Significance])

Data represents the array of data in the sample.

Value represents the value whose percentile rank must be determined.

Significance An optional argument that specifies the number of significant digits that the returned percentage value is rounded to.

=PERCENTRANK.EXC(A1:A50;50) returns the percentage rank of the value 50 from the total range of all values found in A1:A50. If 50 falls outside the total range, an error message will appear.

Returns the relative position, between 0 and 1 (inclusive), of a specified value within a supplied array.

PERCENTRANK.INC(Data; Value [; Significance])

Data represents the array of data in the sample.

Value represents the value whose percentile rank must be determined.

Significance An optional argument that specifies the number of significant digits that the returned percentage value is rounded to.

=PERCENTRANK.INC(A1:A50;50) returns the percentage rank of the value 50 from the total range of all values found in A1:A50. If 50 falls outside the total range, an error message will appear.

Returns the values of the distribution function for a standard normal distribution.

PHI(Number)

Number represents the value based on which the standard normal distribution is calculated.

=PHI(2.25) = 0.03

=PHI(-2.25) = 0.03

=PHI(0) = 0.4

Returns the Poisson distribution.

POISSON(Number; Mean [; C])

Number represents the value based on which the Poisson distribution is calculated.

Mean represents the middle value of the Poisson distribution.

C (optional) = 0 or False calculates the density function; C = 1 or True calculates the distribution. When omitted, the default value True is inserted when you save the document, for best compatibility with other programs and older versions of LibreOffice.

=POISSON(60;50;1) returns 0.93.

Returns the Poisson distribution.

POISSON.DIST(Number; Mean ; Cumulative)

Number represents the value based on which the Poisson distribution is calculated.

Mean represents the middle value of the Poisson distribution.

Cumulative = 0 or False to calculate the probability mass function; Cumulative = 1, True, or any other non-zero value to calculate the cumulative distribution function.

=POISSON.DIST(60;50;1) returns 0.9278398202.

Returns the quartile of a data set.

QUARTILE(Data; Type)

Data represents the array of data in the sample.

Type represents the type of quartile. (0 = MIN, 1 = 25%, 2 = 50% (MEDIAN), 3 = 75% and 4 = MAX.)

=QUARTILE(A1:A50;2) returns the value of which 50% of the scale corresponds to the lowest to highest values in the range A1:A50.

Returns a requested quartile of a supplied range of values, based on a percentile range of 0 to 1 exclusive.

The difference between QUARTILE.INC and QUARTILE.EXC is that the QUARTILE.INC function bases its calculation on a percentile range of 0 to 1 inclusive, whereas the QUARTILE.EXC function bases its calculation on a percentile range of 0 to 1 exclusive.

QUARTILE.EXC(Data; Type)

Data represents the range of data values for which you want to calculate the specified quartile.

Type An integer between 1 and 3, representing the required quartile. (if type = 1 or 3, the supplied array must contain more than 2 values)

=QUARTILE.EXC(A1:A50;2) returns the value of which 50% of the scale corresponds to the lowest to highest values in the range A1:A50.

Returns the quartile of a data set.

QUARTILE.INC(Data; Type)

Data represents the array of data in the sample.

Type represents the type of quartile. (0 = MIN, 1 = 25%, 2 = 50% (MEDIAN), 3 = 75% and 4 = MAX.)

=QUARTILE.INC(A1:A50;2) returns the value of which 50% of the scale corresponds to the lowest to highest values in the range A1:A50.