Combinatorics PRO
Combinatorics PRO
Download on App Store

This page is not an official page of the app or its developer, but an independent editorial publication created for informational and commentary purposes. Unless expressly stated otherwise, neither the app nor its developer is affiliated with, endorsed by, sponsored by, authorized by, or otherwise officially connected with MWM, Apple, Google Play, the app publisher, or the app's developer, and nothing on this page implies that the app was developed using MWM's services. Any trademarks, logos, screenshots, and other content remain the property of their respective owners.

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Combinatorics PRO

The ultimate ad-free calculator for STEM students and educators. Master permutations and combinations with detailed logic, history tracking, and professional-grade precision designed for academic success.

Key Figures

Downloads

0

User Rating

1.0/5

Total Ratings

0

Publisher

Glindemann, Sennoun, Langer GbR

Category

Education

Locales

11

Latest Version

2.1.7

Size

178.5 MB

First Released

Apr 15, 2024
Features

Master Complex Probability & Counting

Get step-by-step solutions for all six combinatorics variations with a distraction-free, professional calculator designed for STEM success.

Detailed Step-by-Step Logic

Don't just find the answer—understand the process. See the full calculation path to master the logic required for AP Statistics and Discrete Math exams.

All 6 Variations Covered

Instantly calculate permutations, combinations, and variations with or without repetition. Never confuse the formulas again with our intuitive input system.

The following screenshots and description are sourced directly from the app's official store listing and are the property of the app developer.

App Store

Screenshots

Combinatorics PRO - The Combinatorics PRO app interface displaying a formula and input fields for permutation with repetition.

The Combinatorics PRO app interface displaying a formula and input fields for permutation with repetition.

Combinatorics PRO - A step-by-step mathematical solution for a permutation with repetition problem displayed in the Combinatorics PRO app

A step-by-step mathematical solution for a permutation with repetition problem displayed in the Combinatorics PRO app

Combinatorics PRO - A detailed step by step mathematical calculation of a combinatorics formula shown on a grid background within the app

A detailed step by step mathematical calculation of a combinatorics formula shown on a grid background within the app

Combinatorics PRO - Step by step combinatorics calculation showing multiplication and division results

Step by step combinatorics calculation showing multiplication and division results

Combinatorics PRO - Screenshot of Combinatorics PRO app interface showing the formula for variation without repetition with input fields for n and k

Screenshot of Combinatorics PRO app interface showing the formula for variation without repetition with input fields for n and k

Combinatorics PRO - Detailed math calculation for variation without repetition in Combinatorics PRO app

Detailed math calculation for variation without repetition in Combinatorics PRO app

Combinatorics PRO - Combinatorics PRO app interface showing the mathematical formula and input fields for combination with repetition

Combinatorics PRO app interface showing the mathematical formula and input fields for combination with repetition

Combinatorics PRO - Step by step solution for combination with repetition in Combinatorics PRO app

Step by step solution for combination with repetition in Combinatorics PRO app

Combinatorics PRO - The sidebar menu of the Combinatorics PRO app showing navigation options and links to other math tools

The sidebar menu of the Combinatorics PRO app showing navigation options and links to other math tools

Description

Finally there is the app that provides all 6 variations of combinatorics with step by step solutions: - permutation without repetition: Arranging elements without repetition. - permutation with repetition: Arranging elements with repetition. - combination without repetition: Selecting elements without considering the order. - combination with repetition: Selecting elements with consideration of the order. - variation without repetition: Arranging elements with fixed length without repetition. - variation with repetition: Arranging elements with fixed length with repetition. You only have to enter your values k and n. The values must be entered as natural numbers. The only exception is the k value for permutation with repitition. This requires several k values, which must be entered separated by semicolons. All calculations are stored in the history. The final solution can be shared. [ Contents ] - all 6 variations of combinatorics - results are calculated and shown in detail - history to save the input - detailed solution - natural numbers are supported - no ads! [ Usage ] - there are fields for entering values using a special keyboard - multiple k values can be entered using the semicolon key - press the check mark button at the bottom right to start the calculation - if values are missing, the corresponding field is highlighted in yellow - if the values are incorrect, the affected field will be highlighted in red - a short message explains why a value is incorrect - the entries in the history can be deleted or sorted - if you select an entry in the history, it will be automatically loaded for the calculation - the whole history can be deleted by pressing a button - solutions can be shared

Download

Download on App Store

This page is not an official page of the app or its developer, but an independent editorial publication created for informational and commentary purposes. Unless expressly stated otherwise, neither the app nor its developer is affiliated with, endorsed by, sponsored by, authorized by, or otherwise officially connected with MWM, Apple, Google Play, the app publisher, or the app's developer, and nothing on this page implies that the app was developed using MWM's services. Any trademarks, logos, screenshots, and other content remain the property of their respective owners.