“If you think 17 “mistakes” all went one way without corruption and animus as the DOJ claimed yesterday despite the odds of same being mathematically proved as 1 in 131,072, well, you’re not very smart.” K Denninger
Post 16 - Spot-on
https://sciencing.com/probability-problems-involving-coin-flip-4745644.html
This is Article 1 in a series of stand-alone articles on basic probability. A common topic in introductory probability is solving problems involving coin flips.
Here is the final model of question discussed in this article: "A fair coin is flipped 20 17 times in a row.
That is one divided by two or one-half (0.5), then raised to the 17th power. (0.000007629394531250000)
Great math problem for the home-schoolers. Again, thanks for the post.
If you think 17 mistakes all went one way without corruption and animus as the DOJ claimed yesterday despite the odds of same being mathematically proved as 1 in 131,072, well, youre not very smart. K Denninger
Another FReeper made a great analogy: that’s like flipping a coin 17 times and getting heads every time. Beyond plausible.
C'mon Lindsey.
Some caller to Rush brought that up yesterday. A great point!