Difference between revisions of "User:Regina"

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:<math>  \frac {x^{\frac k 2 -1}\,\mathrm e^{- \frac x 2}} {2^{\frac k 2}\,\Gamma(\frac k 2) } \quad \textrm{for}\; x \ge 0 \,\!</math>
 
:<math>  \frac {x^{\frac k 2 -1}\,\mathrm e^{- \frac x 2}} {2^{\frac k 2}\,\Gamma(\frac k 2) } \quad \textrm{for}\; x \ge 0 \,\!</math>
  
<tt>'''CHISQDIST(x; df; TRUE())'''</tt> returns the left tail probability for the &chi;<sup>2</sup>-distribution:
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<tt>'''CHISQDIST(x; k; TRUE())'''</tt> returns the left tail probability for the &chi;<sup>2</sup>-distribution:
 
:<math>0\quad \textrm{for}\; x<0 \,\!</math>
 
:<math>0\quad \textrm{for}\; x<0 \,\!</math>
 
and
 
and

Revision as of 21:54, 27 September 2008

native language
German
active in project
de, qa. sc
OOo user name
regina
special interest
www.ooowiki.de


Anleitung

Sandbox

CHISQDIST

Calculates values for a χ2-distribution.

Syntax

CHISQDIST(x; k; Cumulative)

x is a number.
k is the (positive integer) degrees of freedom for the χ2-distribution.
Cumulative is a logical value. In the case Cumulative=TRUE() the cumulative distribution function is used, in the case Cumulative=FALSE() the probability density function. This parameter is optional. It is set to TRUE() if missing.

Semantic

CHISQDIST(x; k; FALSE()) returns the probability density function for the χ2-distribution:

and

CHISQDIST(x; k; TRUE()) returns the left tail probability for the χ2-distribution:

and

Semantic with forced pictures

CHISQDIST(x; k; FALSE()) returns the probability density function for the χ2-distribution:

and

CHISQDIST(x; k; TRUE()) returns the left tail probability for the χ2-distribution:

and

Example

CHSQDIST(2.7;3;FALSE())

returns approximately 0.1699395239

CHSQDIST(2.7;3;TRUE())

returns approximately 0.5597727056

.

See also:

CHISQINV, LEGACY.CHIDIST, LEGACY.CHIINV, CHITEST

Statistical functions

Functions listed alphabetically, Functions listed by category

Issues:

This function is expected for OOo3.1


CHISQINV

Calculates the inverse of the CHISQDIST function.

Syntax

CHISQINV(p; k)

k is the (positive integer) degrees of freedom for the χ2-distribution.
p is the given probability, a number with

Semantic

CHISQINV(p; k) returns the value x, such that CHISQDIST(x; k;TRUE()) = p.

Example

CHISQINV(0.5724; 3)

returns approximately 2.

See also:

CHISQDIST CHIDIST CHIINV

Statistical functions

Functions listed alphabetically, Functions listed by category

Issues:

  • This function is expected for OOo3.1
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