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HYPGEOM. DIST in Excel

Explore HYPGEOM. DIST with a clear overview, practical guidance, key features, and useful tips to help you make an informed decision.

Table of Contents

This guide provides a practical overview of HYPGEOM. DIST, including its main features, benefits, limitations, and important considerations.

HYPGEOM. DIST in Excel screenshot

Description: The function returns the hypergeometric distribution, using this function for whether finite set of vowismooix observations can be successful or not.

Syntax: HYPGEOM. DIST (sample_s, number_sample, population_s, number_pop, cumulative)

Inside:

- sample_s: Number of successes in the sample, a required parameter.

- number_sample: The size of the sample, is a required parameter.

- population_s: Number of successes, required.

- number_pop: Size of the collection, is the required parameter.

- cumulative: A logical value that determines the form of the function, which is an optional parameter consisting of the following values:

+ cumulative = True -> returns the cumulative distribution function.

+ cumulative = False -> returns the probability density function.

Attention:

- Any arguments of functions that are not whole numbers -> they are truncated into integers.

- If any argument value is not a number form -> the function returns the #VALUE! Error value

- If sample_s <0 or sample_s is bigger than the smaller of two: number_sample or population_s -> the function returns the #NUM! Error value

- If sample_s is smaller than the bigger of the two: 0 and ( number_sample - number_population + population_s ) -> the function returns the #NUM! Error value !

- If number_sample ? 0 or number_sample> number_population -> the function returns the #NUM! Error value

- If population_s ? 0 or population_s> number_population -> the function returns the #NUM! Error value

- If number_pop ? 0 -> the function returns the #NUM! Error value

- The hyperbolic distribution equation is:

[Pleft ({X = x} right) = hleft ({x; n, M, N} right) = frac {{left ({begin {array} {* {20} {c}} M x end {array} } right) left ({begin {array} {* {20} {c}} {N - M,} {n - x} end {array}} right)}} {{left ({begin {array} {* {20} {c}} N n end {array}} right)}}]

Inside:

+ x = sample_s

+ n = number_sample

+ M = population_s

+ N = number_pop

- The HYPGEOM. DIST function is for sampling but does not replace a finite set.

For example:

Calculate the cumulative hypercapacity and probability distribution function with the data in the following data table:

HYPGEOM. DIST in Excel screenshot 2

- Calculate the value of cumulative super multiple function. In a cell to calculate, enter the formula : = HYPGEOM. DIST (D6, D7, D8, D9, D10)

HYPGEOM. DIST in Excel screenshot 3

- Press Enter -> the value of cumulative super multiple function is:

HYPGEOM. DIST in Excel screenshot 4

- Calculate the value of the probability super function. In a cell to calculate, enter the formula : = HYPGEOM. DIST (D6, D7, D8, D9, D11)

HYPGEOM. DIST in Excel screenshot 5

- Press Enter -> probability super function value is:

HYPGEOM. DIST in Excel screenshot 6

Above are instructions and some specific examples when using HYPGEOM. DIST function in Excel.

Good luck!

FAQ

What should I know about HYPGEOM. DIST?

Focus on the key features, requirements, limitations, and practical use cases explained in this guide.

How do I get the best results with HYPGEOM. DIST?

Follow the recommended steps, use current software or information, confirm compatibility, and review settings before major changes.

Are there any risks or limitations?

Potential limitations depend on compatibility, data quality, cost, privacy, support, and how the product or method is used.

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