A scientific, or empirical, approach, tries to keep working on that confidence level till we get it up in the 99% area, then accepts it and moves on. It's not indisputable, but it's pretty darned close, close enough to rely on until we get further information. 51% would not be accepted as established by any field of science concerning any important discovery. That's why we ask other scientists to replicate the results--to increase that confidence level.
I'm not saying there's no difference between 89% and 50%+, I'm saying that if the higher percentage favors B, then B is the right option, whether the percentage is 89% or 50%. I'm saying that to make a decision, all one needs is a 50%+ of option A being correct as opposed to option B. Sure, 99% would be nice but when that is unavailable, a higher percentage is
always better.
However, if I'm deciding on the maximum allowable weight for a crane that will be hoisting heavy loads over an orphanage, nothing less will do than a near-100% certainty that the crane can take the load.
As I said above, closer to 100% is better, but all that is
required to have reasonable confidence that the decision is correct is 50%+
Same thing if you think you've been commanded by God to kill someone. If you're wrong, someone will be needlessly dead and you will have committed murder. In my mind, a negative consequence of that magnitude means that I would need to be a lot more than 50% certain that I was doing the right thing.
Magnitude of the outcome doesn't affect whether or not you should make the decision. If you were in a hospital and a doctor said "So, you either have disease A or disease B. There's a 48% chance that you have disease A, and a 52% chance that you have disease B. Luckily for you, we have a cure for both (A* and B*). Now, here's the problem, if you have disease A and we give you B*, you will die in two months. If you have disease B and we give you A* then you will die in two months. If we don't do anything, then you will die from the disease in two months."
What, in this scenario would be the most logical decision to make? The logical decision would be to take B* because chances are higher that you have disease B. The magnitude of the outcome of this decision is that you will die if you decide incorrectly. What would you do? Would you tell the doctor "You know, I think I'll just not do anything because I need more than a 52% chance for a decision of this magnitude."?
fantôme profane;1622901 said:
But being 51% certain and being 89% certain are not the same thing. We have to consider not only our degree of certainty, but also the consequences of our decision. Consider that I present you with a medication that has a 51% chance of working, and a 49% chance of failing. Would you take that medication? Before you answer consider that what this medication does is cure your acne. It has a 51% chance of curing your acne, and a 49% chance of killing you. I realize that this is so obvious that it is absurd. But lets us consider less obvious decisions. Lets say it has a 51% chance of curing your cancer, and a 49% chance of killing you instantly. You might take this medicine, or you might not. Without the medicine you still might live years before the cancer kills you, is it worth the risk? You can understand why someone might decide not to take the medicine even though it has a 51% chance of curing their cancer. But what if it had a 99% chance of curing your cancer and only a 1% chance of killing you. The degree of certainty makes a difference.
The problem with your scenarios is that you don't give probability of what happens if I don't take the medication. For instance, in the first one...acne isn't going to kill you. So why take a risk where you will die if you're not going to die in the first place.
In the second one, what is the probability and time frame of the cancer killing you if you don't take the medicine?
If God appeared to you and commanded that you fight against slavery or injustice, that you strive to help people, to protect innocent lives, then you would likey do it. In this case you would only need to be 51% sure it was God, who knows you might even decide to do it even if you didnt think it was God speaking to you but still though it was a good idea and God would approve. But if God command you to kill innocent people, including children and infants, you would in your own words ask God to show me at least as much as you showed Israel 3300 years ago. Why? Because obviously in the case of killing innocent people you would need to be more certain. 51% would not be enough, you would need to be at least 80 or 90% sure that it really was Gods command.
The reason why is not because I'd need a higher degree of certainty. The reason why is, I believe that I am commanded not to murder
because of the fact that I believe that 3300 years ago God told the Jews to tell the world "Do not murder."
In essence it's like this. I have God, who after doing all of the things He did for Israel when He brought them out of Egypt 3300 years ago, saying "Do not murder."
Then I have "God", a little voice in my head, that says "Go murder Jonny."
Now, in both cases, I have commands that come from God. The command that has all the miracles and what not before it has a lot more weight than the command that doesn't. Therefore, the
only way I could make the decision to kill Jonny would be if God increased the probability of the voice in my head being God by doing just as much as He did when He told me not to murder.
Does that make sense?
Do you understand how you would be legally obligated to vote in this situation? Why do you think our legal system is set up in such a way that you would be obligated to vote not guilty even if you were 51% certain the person is guilty?
Yes, I would have to vote guilty. A reasonable doubt means that the probability of their being not guilty is either 50% or more. If the probability is 51%, then there is no reasonable doubt.