Apps by Glindemann, Sennoun, Langer GbR
Binomial Probability P(X=k) app icon

Education

Binomial Probability P(X=k)

Glindemann, Sennoun, Langer GbR

Free download In-app purchases unconfirmed
Open on Apple

About this app

Get your homework done instantly. Prepare for exams without stress. Free, complete step-by-step solutions. Enter your values and compute P(X=k) with probability tree, histogram, and distribution function. HOW IT WORKS Enter your values in the right fields and get started. You’ll get the solution instantly and can share it with friends or classmates. YOUR PERSONAL DATA We don’t need it. Only anonymized data is collected, for example: - which features you use - how many solutions you generate This helps us improve. We can’t identify you. COSTS Everything is free to use. 24/7 access to your solutions. All steps are always fully shown. If you need many solutions in a short time, different purchase options are available. EXTRAS - curated learning videos - feedback for incorrect inputs - manage your own solutions - app introduction CONTACT Questions and feedback via Discord or directly in the app review.

Latest release

What’s New

Version 3.2.3 Aug 14, 2026

The latest release 'Least common multiple' is linked in the menu section now. Minor performance and UI fixes.

Audience growth

Ratings growth

Steady
7-day gain +0
Ratings / day 0.0
30-day gain +0
US rating-count history
0 ratings
0 Aug 27, 2026 · 0 ratings Aug 27, 2026

Baseline captured. Growth appears after the crawler observes a changed rating count.

Momentum comes from crawler snapshots for the tracked storefront. “Viral growth signal” means unusually fast recent rating gains; it is an indicator, not download data.

Price tracking

Price intelligence

1 captured event
Current Free
Historical low Free
Paid → free
Price history
Current Free
Free Aug 27, 2026 · Free Aug 27, 2026

First snapshot captured. The trend line starts after the next crawler price observation.

  1. First observed Aug 27, 2026 · 12:50 PM Free

Screenshots

Binomial Probability P(X=k) iPhone screenshotBinomial Probability P(X=k) iPhone screenshotBinomial Probability P(X=k) iPhone screenshotBinomial Probability P(X=k) iPhone screenshotBinomial Probability P(X=k) iPhone screenshotBinomial Probability P(X=k) iPhone screenshotBinomial Probability P(X=k) iPhone screenshot Binomial Probability P(X=k) iPad screenshotBinomial Probability P(X=k) iPad screenshotBinomial Probability P(X=k) iPad screenshotBinomial Probability P(X=k) iPad screenshotBinomial Probability P(X=k) iPad screenshotBinomial Probability P(X=k) iPad screenshot