- Why Shut Down Nuke?
- Radiation Removal
- Rad Prep Shelter in Place Checklist
- Uranium Aerosolized Into Atmosphere
- Videos, Fukshima Blew Up in a Prompt Criticality
- Gundersen Email / Theories
- Largest Lies of Nuke
- Baseline is Just One Of The Lies
- Hormesis Is a Lie
- Nuke Accidents 101
- Renewable Energy PV
- Carrington Event and Astronomy
- Rad Maps, Earthquakes, Nuke Bombs
- Chernobyl Documentary 500K
- Conversions / Safety Limits
- Pictures - High Quality
- Prepper/Survival Resources And Protection from Radiation
- ENENEWS Alt Discussion Page at NukePro
- 2018 Update On Actual Global Warming Data -- HadCRUT Data from the UK Charted
Tuesday, October 17, 2017
Of 932 Dangerous Near Earth Orbit Space Rocks, What is The Probability That One Hits Earth, and "The Birthday Problem"
stock here--quick tip. I am constantly resizing windows to see more or to move them around, but the edges are hard to "grab". Here is how you can make them much easier to grab!
Of the 932 listed dangerous objects, most have a probability of 1 in a million to 1 in billion.
What then is the probability that none of them hit us. Keep in mind, we might not even know just 1% to 10% of the objects out there.
There is an old probability equation / it says if there are 35 people in the room, what is the chance that 2 people have the same birthday. You might think the answer is 365 /35 or about a 10% chance.
But that is wrong. The answer is found by taking each individual person and then calculating the chance that no one else has the same birthday. Do that for every person and then add up the percentages.
The answer is non-intuitive, and something like a 80% chance that 2 people will have the same
birthday if there are 35 people in a room. I did the math in a spreadsheet and the odds come out looking like this, the fairly simple formula is below.
Same goes for asteroids....the theory I mean.
This is the formula for the "birthday problem"
Posted by Stock at 8:11 PM