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Barrel Dragon


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[img]http://images4.wikia.nocookie.net/__cb20100327024934/yugioh/images/f/f4/BarrelDragonMC1-EN-ScR-LE.jpg[/img]
[spoiler][img]http://images2.wikia.nocookie.net/__cb20080207034311/yugioh/images/e/eb/BlowbackDragonCP05-EN-R.png[/img][/spoiler]
Is Konami bad at math?

Discuss statistics.
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[quote name='Canadian' timestamp='1284216056' post='4616708']
Wouldn't 2 out of 4 Coins with 50% chance each be a 50% chance total? (reduce 2/4, thats a 1/2 chance) Than how can 2 heads out of 3 flips be correct?
[/quote]

YES I HAVE NO LIFE.

[img]http://img824.imageshack.us/img824/9781/probs.jpg[/img]

4/8 is 50%.
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[quote name='Canadian' timestamp='1284216056' post='4616708']
Wouldn't 2 out of 4 Coins with 50% chance each be a 50% chance total? (reduce 2/4, thats a 1/2 chance) Than how can 2 heads out of 3 flips be correct?
[/quote]
I think it's for each coin toss
Doing the math for this kind of probability is hard
Wait, I'm pretty sure it's 33%, considering that there are 6 outcomes, and you need at least 2 heads of the outcomes. 33% is still kinda alot though in some of the games I played
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Okay...Barrel Dragon. The way it's written, it requires exactly 2 Heads. Getting 2 Heads and 1 Tails is exactly the same probability as getting 3 Heads: 0.5x0.5x0.5=0.125 or ~13%.

However, I'm pretty sure that it's just poorly worded, and requires [i]at least[/i] 2 Heads, meaning 2 or 3 Heads with 3 attempts. I can't really do the math to calculate that, but I verified that probability tree of death, and it is indeed 50%.

So Barrel Dragon is either 13% or 50%, and Blowback Dragon is 50%. Which, I guess, isn't too bad, except they're 2- and 1-Tribute monsters that only have a 25% chance of gaining you any advantage i.e. being any more useful than Caius.
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My point was that since the probability of success is 50% they might as well have just had it been 1 coin toss.
[quote name='Manjoume Thunder' timestamp='1284222328' post='4617091']
You do not have to do any math.

[spoiler=Simple Yugimatics]
Does it look like it has a 30%+ chance of failing?
If yes > Card is terrible. (Ignore that if the card you are analyzing has a broken effect)
If no > Ignore the risk and [s]fight the power[/s] proceed to analyze the other part of the effect.[/spoiler]
[/quote]
Snipe Hunter has a 33% chance of failing.
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[quote name='chedbonlahor' timestamp='1284226059' post='4617338']
It's 50% the 3 coin flip is the thing that confuses everyone. Forget the math and use logic for a second.

-Essentially it is the first to either 2 Heads or 2 Tails
-There is exactly the same change of getting either 2 Heads or 2 Tails
-50%
[/quote]

No.

Read the awesome probability tree.
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