All right Ill ask you
If this existed and a person stood there and pressed it 500 times and never died
Then the second person did it a million times and never died
What about that would make you say the chances are 1 in 100?
You see. You'd have to see one person make it to 75. One make it to 125. One make it to 15. You watch 50 people do it and you do the math
If it comes out to .. 1/100 average then you say its one percent
1 out of a million is not one percent
Tell me where I am wrong here
Them nikkas talking in circles over there. WTF is the answer is what I want to know. I'm not interested in any formulas. Tell me the damn answer or STFU.If there is a 1 percent chance of an event occurring, how likely is it for that even to occur with each attempt? - Quora
Actual statistician and PHDs answer the exact question
You’re assuming it’s accumulative; which makes no sense because that’s not how percentage chances work.The most you could possibly get is $99K before certain death
And you everything after $50K is more likely than not to kill your ass
You gotta be the brokest, least responsible person to entertain something like this
One million per press is probably a better set up. At least then you're risking it all for something that can change the lives of those you leave behind
The 99% resets every try
Breh lets make this really simple, using the original analogy you tried to pass off.
Lets say there are an infinite amount of jars, each of them filled with 100 marbles exactly, 99 of them green, 1 of them orange. This would mean for each individual jar, there would be a 1% chance that you'd pull out an orange marble.
The question in the OP, using this example, is measuring how comfortable a person would be at (blindly) pulling a random marble out of each jar, where they receive $1,000 for each green, and get a bullet in the head if they pull an orange one.
IF YOU FLIP A COIN, YOU HAVE A 50% CHANCE FOR EITHER SIDE. NO MATTER HOW MANY TIMES YOU FLIP AND THE OUTCOMES, YOU ALWAYS HAVE A 50% CHANCE.
Get a coin
See If you can get something besides half heads and half tails. 100 flips. Do it for real and post the results
Even tho your math is wrong, your logic is correct: it’s not worth it.
As many have explained, you get 99% chance at $1k each time. The formula is simple: chance of getting x thousand dollars is (0.99)^x.
So the max isn’t $99k; you actually have ~37% chance of getting $99k. Since (0.99)^99~=0.37
200k ~= 13% chance (0.99^200)
500k ~= 0.67% chance (0.99^500)
Given that the alternative result is death, it makes no sense to participate in this unless you have a realistic chance at life changing money. In this game, your chances of getting that high are extremely low.
if condoms protect you from pregnancies 99% of the time, that doesn't mean the 100th time you smash a girl with a condom she's getting pregnant.
That's not how it works.
Each time you push the button, there is a 1% chance that you will die. To view it simpler, flipping a coins 10 times does not mean there will ever be a greater chance than 50% of getting tails for each coin flip.
The most you could possibly get is $99K before certain death
And you everything after $50K is more likely than not to kill your ass
You gotta be the brokest, least responsible person to entertain something like this
One million per press is probably a better set up. At least then you're risking it all for something that can change the lives of those you leave behind
Y'all keep pushing the absolute limits of what is possible.
I am talking functional
You'd really begin the process thinking you can push the button 200 times?
No you wouldn't so stop
Here you're not necessarily wrong, but your error is kinda bad causal fallacy.
The experimental outcome doesn't change the theoretical probability. Proving the 1% chance is irrelevant. The chance of death is given at 1%; you can't arbitrarily change/dispute that because it's literally the provided premise.
Your original arguments were wrong because you were discussing probability WITHOUT replacement where the initial premise requires use of probability WITH replacement