Manuals/calci/BETAFUNCTION

BETAFUNCTION (a,b)


  • and are any positive real numbers.

Description

  • This function returns the value of the Beta function.
  • Beta function is also called the Euler integral of the first kind.
  • To evaluate the Beta function we usually use the Gamma function.

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  • For x,y positive we define the Beta function by:

 

Examples

  1. BETAFUNCTION(10,23) = 1.550093439705759e-9
  2. BETAFUNCTION(9.1,7.4) = 0.00001484129272494359
  3. BETAFUNCTION(876,432) = NaN

Related Videos

Beta Function

See Also

References

Beta Function