
Uniform Distribution Probability Calculator
Find the probability of an interval under a continuous uniform distribution.
Open toolFind a hypergeometric exact-count probability for sampling without replacement. Provide Population size, Success items in population, Draws without replacement to compute results directly in your browser. Population/marked/draw counts must be consistent; impossible target counts return 0. Uses log-combination evaluation with at most 10000 terms per combination. Inputs and results use floating-point numbers; output shows up to 12 significant digits. Rounding can occur. Common search workflows supported include "hypergeometric distribution calculator", "hypergeometric probability calculator".
Enter the inputs, then select Calculate.
Result will appear here
The Hypergeometric Distribution Calculator evaluates Population size, Success items in population, Draws without replacement in client-side JavaScript using the deterministic rule below and updates the output panel immediately without uploading data to a server.
Find a hypergeometric exact-count probability for sampling without replacement.
Population/marked/draw counts must be consistent; impossible target counts return 0. Uses log-combination evaluation with at most 10000 terms per combination. Inputs and results use floating-point numbers; output shows up to 12 significant digits. Rounding can occur.
Review the input parameters, allowed value ranges, and worked reference cases for the Hypergeometric Distribution Calculator below before running your calculation.
| Parameter / Scenario | Default / Sample Value | Rule or Allowed Range | Output / Usage Note |
|---|---|---|---|
| Input: Population size | 20 | Range: 1 to 1000000 | Required workspace parameter |
| Input: Success items in population | 7 | Range: 0 to 1000000 | Required workspace parameter |
| Input: Draws without replacement | 5 | Range: 0 to 1000000 | Required workspace parameter |
| Input: Target drawn successes | 2 | Range: 0 to 1000000 | Required workspace parameter |
| Worked Case 1: Baseline run (Population size = 20) | Preloaded / test values | Find a hypergeometric exact-count probability for sampling without replacement | Population size = 20; Success items in population = 7; Draws without replacement = 5; Target drawn successes = 2. The displayed output is P(X=target): 0.387383900929 Probability percent: 38.7383900929%. |
| Worked Case 2: Comparison scenario (hypergeometric distribution calculator ti ) | Preloaded / test values | Find a hypergeometric exact-count probability for sampling without replacement | Population size = 5; Success items in population = 2; Draws without replacement = 2; Target drawn successes = 1. The displayed output is P(X=target): 0.6 Probability percent: 60%. |
Follow these three steps to configure Population size, Success items in population, Draws without replacement, verify unit and boundary rules, and export your Hypergeometric Distribution Calculator output.
Enter population size. Allowed range: 1 to 1000000. Whole numbers only.
Set success items in population, draws without replacement, target drawn successes. Population/marked/draw counts must be consistent; impossible target counts return 0.
Select Calculate to see the exact-count probability and percentage. Copy result copies this text; Download saves it as a TXT file.
These concrete scenarios illustrate how the Hypergeometric Distribution Calculator processes baseline inputs, comparison checks, and boundary constraints.
Population size = 20; Success items in population = 7; Draws without replacement = 5; Target drawn successes = 2. The displayed output is P(X=target): 0.387383900929 Probability percent: 38.7383900929%.

Population size = 5; Success items in population = 2; Draws without replacement = 2; Target drawn successes = 1. The displayed output is P(X=target): 0.6 Probability percent: 60%.

When solving for 'hypergeometric distribution calculator', verify that Population size, Success items in population, Draws without replacement use consistent units and stay within the documented scope: Population/marked/draw counts must be consistent; impossible target counts return 0. Uses log-combination evaluation with at most 10000 terms per combination. Inputs and results use floating-point numbers; output shows up to 12 significant digits. Rounding can occur.

The output panel reports the exact result derived from Population size, Success items in population, Draws without replacement alongside any unit or formatting notes.
The result is the exact-count probability and percentage. Explore a sample drawn without replacement from a known population.
An impossible count has probability zero; population and draw counts still must be valid.
Numerical output shows up to 12 significant digits. Floating-point arithmetic and display rounding can affect the last digits.

Review these boundary constraints and validation rules before relying on the Hypergeometric Distribution Calculator output.
Operational scope: Population/marked/draw counts must be consistent; impossible target counts return 0. Uses log-combination evaluation with at most 10000 terms per combination. Inputs and results use floating-point numbers; output shows up to 12 significant digits. Rounding can occur. Inputs that violate minimum/maximum bounds or required format rules are rejected with a clear diagnostic prompt.
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Open toolAnswers about using Hypergeometric Distribution Calculator and understanding its results.
The Hypergeometric Distribution Calculator applies the rule: Find a hypergeometric exact-count probability for sampling without replacement. Enter Population size, Success items in population, Draws without replacement into the workspace and the tool computes the exact output in your browser.
Yes. Provide Population size, Success items in population, Draws without replacement using the documented units and format shown in the quick reference table above. Preloaded default values let you test the workflow immediately.
Population/marked/draw counts must be consistent; impossible target counts return 0. Uses log-combination evaluation with at most 10000 terms per combination. Inputs and results use floating-point numbers; output shows up to 12 significant digits. Rounding can occur. Confirm that your inputs fall within the allowed ranges before exporting the result.
Yes. All calculations for the Hypergeometric Distribution Calculator execute 100% locally in your browser's JavaScript runtime. No inputs or results are uploaded to any external server.
Choose another tool for your next calculation, conversion, or text task.