The OP stated that they believed the chance should increase the more they open, but only the number of chances taken increases. The odds will still be 1/45 each time they open the Dual Crystal.
You’re partially right. OP asked about the odds of pulling ant-man once out of 5 crystals. The odds of that are not 1/45. The odds of pulling him from any individual crystal are indeed 1/45 as you described. The odds of pulling him once in 5 crystals is not = 1/45, it has been described correctly in depth many times in the post
The OP stated that they believed the chance should increase the more they open, but only the number of chances taken increases. The odds will still be 1/45 each time they open the Dual Crystal.
You’re partially right. OP asked about the odds of pulling ant-man once out of 5 crystals. The odds of that are not 1/45. The odds of pulling him from any individual crystal are indeed 1/45 as you described. The odds of pulling him once in 5 crystals is not = 1/45, it has been described correctly in depth many times in the post
This is something that I've debated a number of times on here. The 5 chances are not cumulative. The Probability formula can be applied and the math works out, but all that does is put a numerical value on how unlucky they've been 5 times. It's not as if the outcome changes if the first pull, or the second pull, or even the third pull are negative. The OP has a 1/45 chance for every Crystal they pull. 1/45, 5 times.
ATLEAST 1 Antman can be calculated by 1-(no Antman)^x, x is number of crystals.
EXACTLY 1 Antman will have 5 different cases. Number of cases depends on number of crystals opened. He gets Antman in 1st; 2,3,4,5 no Antman He gets Antman in 2nd; 1,3,4,5 no Antman He gets Antman in 3rd crystal; 1,2,4,5 no Antman And so on... This can be calculated by. 1/45 is chance of pulling 1 Antman 44/45 is chance of not pulling Antman x is number of crystals.
Don’t know what to tell you man. The numbers don’t lie, it’s the interpretation that can lead people astray. You can look at the probability of a set of individual events without changing the odds in any given crystal. And yes it, simply put, the probability puts a number on how unlucky people get - but the numbers don’t lie, just the interpretation of the math.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain. We're not talking about the chances of pulling him from one crystal. We're talking about pulling him at least once from multiple crystals. It's like you're not even reading the responses, you're just arguing.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
I bet you've never solved this question. "What is the probability of obtaining at least one 6, when a dice is thrown x times?"
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
In any case, this debate goes on forever. Lol. What I'm saying is the OP has the same odds with 1 Crystal as they do 5. They have more chances (tries) with 5, but that doesn't alter the Drop Rate, which remains constant.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
Yes, we know all that. It's why we use words like chance and probability. But again, you're arguing the wrong thing - we're still not talking about what you're arguing against.
In any case, this debate goes on forever. Lol. What I'm saying is the OP has the same odds with 1 Crystal as they do 5. They have more chances (tries) with 5, but that doesn't alter the Drop Rate, which remains constant.
Again, we are NOT TALKING ABOUT THE DROP RATES OF INDIVIDUAL CRYSTALS. WE ARE TALKING ABOUT THE CHANCES OF PULLING ONE ANTMAN FROM FIVE CRYSTALS, NOT JUST ONE.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
While you are correct we can’t guarantee the future, OP asked the probability. And we answered. You can estimate the number of crystals needed using probability, but yes, it will be only an estimate. But OP isn’t looking for an answer of “pop crystals forever until you get lucky”, they asked for a probability out of 5 crystals which is what everyone else is giving them and you are trying to argue is “correct but incorrect” somehow.
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
While you are correct we can’t guarantee the future, OP asked the probability. And we answered. You can estimate the number of crystals needed using probability, but yes, it will be only an estimate. But OP isn’t looking for an answer of “pop crystals forever until you get lucky”, they asked for a probability out of 5 crystals which is what everyone else is giving them and you are trying to argue is “correct but incorrect” somehow.
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.
It's not mathematically incorrect at all. Each Crystal has a 1/45 chance at Ant-Man. You open one, 1/45. You open 2, 1/45, 1/45. 10 of them, same thing. If you want to calculate the probability, be my guest. It's still going to be a 1/45 chance no matter how many of them you open.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
While you are correct we can’t guarantee the future, OP asked the probability. And we answered. You can estimate the number of crystals needed using probability, but yes, it will be only an estimate. But OP isn’t looking for an answer of “pop crystals forever until you get lucky”, they asked for a probability out of 5 crystals which is what everyone else is giving them and you are trying to argue is “correct but incorrect” somehow.
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.
It's not mathematically incorrect at all. Each Crystal has a 1/45 chance at Ant-Man. You open one, 1/45. You open 2, 1/45, 1/45. 10 of them, same thing. If you want to calculate the probability, be my guest. It's still going to be a 1/45 chance no matter how many of them you open.
Once again, that's not what the OP wanted to know.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
While you are correct we can’t guarantee the future, OP asked the probability. And we answered. You can estimate the number of crystals needed using probability, but yes, it will be only an estimate. But OP isn’t looking for an answer of “pop crystals forever until you get lucky”, they asked for a probability out of 5 crystals which is what everyone else is giving them and you are trying to argue is “correct but incorrect” somehow.
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.
It's not mathematically incorrect at all. Each Crystal has a 1/45 chance at Ant-Man. You open one, 1/45. You open 2, 1/45, 1/45. 10 of them, same thing. If you want to calculate the probability, be my guest. It's still going to be a 1/45 chance no matter how many of them you open.
Actually you said “OP has the same odds with 1 crystal as they do with 5” which is indeed false. I get what you’re trying to say, but as I said before the numbers don’t lie, it’s the interpretation. What you’re trying to say is something that is true, but when you’re bringing words into your math it’s ending up in statements that are false.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
While you are correct we can’t guarantee the future, OP asked the probability. And we answered. You can estimate the number of crystals needed using probability, but yes, it will be only an estimate. But OP isn’t looking for an answer of “pop crystals forever until you get lucky”, they asked for a probability out of 5 crystals which is what everyone else is giving them and you are trying to argue is “correct but incorrect” somehow.
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.
It's not mathematically incorrect at all. Each Crystal has a 1/45 chance at Ant-Man. You open one, 1/45. You open 2, 1/45, 1/45. 10 of them, same thing. If you want to calculate the probability, be my guest. It's still going to be a 1/45 chance no matter how many of them you open.
Actually you said “OP has the same odds with 1 crystal as they do with 5” which is indeed false. I get what you’re trying to say, but as I said before the numbers don’t lie, it’s the interpretation. What you’re trying to say is something that is true, but when you’re bringing words into your math it’s ending up in statements that are false.
I get that some people are Mathematical Fundamentalists, but the Drop Rates are the odds, and they're not increased or decreased by the number of times you open (roll) them.
People can calculate ad nauseum, but there's no mathematical equation for chance. Unless it's been passed through The Ether. Lol. The point I'm making is whether the OP buys one Crystal, or opens them in packs of 10, it's a 1/45 chance to pull Ant-Man, and that doesn't change with the number of rolls they try.
You're so absolutely and fundamentally wrong it hurts my brain.
Okay then. Predict rolls.
I can't, but that's also not what we're talking about. If I flip a coin, there's a 50/50 chance for heads or tails. Correct? If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
There's also the chance it can be tails everytime. That's because everytime you flip it, it can go one of two ways. There's no accounting for how it rolls. You can analyze after the fact, but that really does little in the way of calculating how many times you have to do it to get a desired outcome. Take the Featured. One person can pull Professor X with the first and only Crystal they buy. Another can buy 30 and never pull him. Each Crystal is a 1/24 chance, and you either pull that chance, or you don't.
You are correct, it could be Tails twice. It’s a 25% chance in the situation above. Not the most likely outcome but very possible.
Yes, but the reality is there's no way to predict how many Crystals the OP would have to open to pull him. You are correct mathematically. However, when there's a random outcome, there are no guarantees. In the OP's case, they could pull him on the first one, or never in 100. No matter how we try to apply it, we cannot dependably predict how many Crystals the OP has to open to get him.
While you are correct we can’t guarantee the future, OP asked the probability. And we answered. You can estimate the number of crystals needed using probability, but yes, it will be only an estimate. But OP isn’t looking for an answer of “pop crystals forever until you get lucky”, they asked for a probability out of 5 crystals which is what everyone else is giving them and you are trying to argue is “correct but incorrect” somehow.
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.
It's not mathematically incorrect at all. Each Crystal has a 1/45 chance at Ant-Man. You open one, 1/45. You open 2, 1/45, 1/45. 10 of them, same thing. If you want to calculate the probability, be my guest. It's still going to be a 1/45 chance no matter how many of them you open.
Actually you said “OP has the same odds with 1 crystal as they do with 5” which is indeed false. I get what you’re trying to say, but as I said before the numbers don’t lie, it’s the interpretation. What you’re trying to say is something that is true, but when you’re bringing words into your math it’s ending up in statements that are false.
I get that some people are Mathematical Fundamentalists, but the Drop Rates are the odds, and they're not increased or decreased by the number of times you open (roll) them.
Right. But the odds of 1 crystal isn’t equal to the odds of 5 crystals. That’s simply a false statement. The odds of each individual crystal within those 5 are equal, which is what you’re trying to say. But that isn’t the question asked.
@GroundedWisdom please just go and read through the link that Dr Zola posted on page 2. You are talking about 'Individual Events' but we are talking about 'Two or More Events'. It's further on down the page.
Comments
1-(no Antman)^x, x is number of crystals.
EXACTLY 1 Antman will have 5 different cases.
Number of cases depends on number of crystals opened.
He gets Antman in 1st; 2,3,4,5 no Antman
He gets Antman in 2nd; 1,3,4,5 no Antman
He gets Antman in 3rd crystal; 1,2,4,5 no Antman
And so on...
This can be calculated by.
1/45 is chance of pulling 1 Antman
44/45 is chance of not pulling Antman
x is number of crystals.
If I flip a coin, there's a 50/50 chance for heads or tails. Correct?
If I flip the coin twice, there's a 75% chance I will get at least one head, because the possible outcomes are HH, HT, TH and TT. Three of those outcomes have at least one head, and THAT is what we're talking about when we open multiple crystals.
"What is the probability of obtaining at least one 6, when a dice is thrown x times?"
Ch 5 Probability
😂
You’re literally saying our math is correct and then going forward with different logic claiming something else that is mathematically incorrect.