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Vue de la page 144
Chapter 9
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Number functions 145
Combination
Format
Combination(setSize;numberOfChoices)
Parameters
setSize - any numeric expression or field containing a non-negative numeric
expression.
numberOfChoices - any numeric expression or field containing a non-negative numeric
expression.
Data type returned
number
Description
Returns the number of ways to uniquely choose numberOfChoices items from a set of
size setSize. The values returned by this function are referred to as combination
coefficients. They form Pascal’s triangle. This function is useful in statistics,
combinatorics, and polynomial expansions.
Example
Combination(5;2) returns 10 for a set consisting of {a, b, c, d, e} because the unique
choices when choosing two at a time are {ab, ac, ad, ae, bc, bd, be, cd, ce, de}.
(13 * 12 * Combination(4;2) * Combination(4;3)) / Combination(52;5)
returns 0.00144057..., which is the probability of being dealt a full-house in 5-card poker
(less than a 1% chance).
Div
Format
Div(number;divisor)
Parameters
number - any numeric expression or field containing a numeric expression
divisor - any numeric expression or field containing a numeric expression
Data type returned
number
Combination
Factorial setSize, numberOfChoices()
Factorial numberOfChoices()
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