You are using the new UI (Beta).Return to the original UI

This page has been automatically translated by machine translation. Please note that translations may not be entirely accurate.

keisanHigh-precision calculations for everyday life and work

Predicting the Actual Winning Rate Based on Test Results (Graph)

Author: otakeExecutions: 1425

※ This library was created by a member. This site is not responsible for its content.

Manage Bookmarks
I’ve tried the gacha so many times, but I never win anything... How many are actually in there?
Please use this when you find yourself thinking that.
Looking at the graph, I think there’s a single peak. The higher the point on the graph, the more likely it is that it represents the actual winning rate.
The three on the right must not be changed.
Number of trials (number of times the lottery was drawn)
Times
Number of wins (number of times the lottery was won)
Times
((x/100)^b)(((100-x)/100)^(a-b))combination(a,b) × (1/(((b/a)^b)(((a-b)/a)^(a-b))combination(a,b)))
The part to the right of the × is to align the graph’s vertex at 1.

No customer feedback for this calculation yet.