Cup singular.
It's EL or bust and my money's on bust with this guy in charge.
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Cup singular.
I'd love the EL and would settle for 17th if we win it.Cup singular.
It's EL or bust and my money's on bust with this guy in charge.
We probably will start to climb the table, but only if we actually try to. We won't if we just sack it off.it doesn’t need to be both mate.
We can go hard for EL and Cups but still climb the table. People love the drama but we have been better than Wham and United this year despite our worst results in years. When we return to the mean in terms of results, we’ll probably be somewhere around 8th.
I absolutely agree.The handball was dodgy though, nobody can convince me otherwise.
yeah bust is the most likely outcomes for sure! According to betting odds, we have a 22% chance of winning EL, 18% chance of winning League Cup, and 10% chance of winning FA cup.Cup singular.
It's EL or bust and my money's on bust with this guy in charge.
You can't add those percentages together, that's not how it works!yeah bust is the most likely outcomes for sure! According to betting odds, we have a 22% chance of winning EL, 18% chance of winning League Cup, and 10% chance of winning FA cup.
22%+ 18%+10% = 50% chance of winning a trophy.
Now before you start, I don't think we'll win a trophy either! But the bookies seem to be giving us a fair chance!
Why not? 3 individual tournaments that should have no direct impact on the other. I agree that all odds are extremely optimistic though. I don't think we will win a trophyYou can't add those percentages together, that's not how it works!
And we will all agree that those odds are extremely optimistic and reflect betting trends as much as probability.
Think about it. On the flip side we have 78% , 82% and 90% chances of not winning. By your logic we have a 250% chance of not winning which is mathematically invalid.Why not? 3 individual tournaments that should have no direct impact on the other. I agree that all odds are extremely optimistic though. I don't think we will win a trophy
yeah good point that. I was thinking 50% was crazy hahaThink about it. On the flip side we have 78% , 82% and 90% chances of not winning. By your logic we have a 250% chance of not winning. I'll need to go and do the maths properly but a better guide is the average of the 3, so 17%.
Yeah perhaps, not sure whether they'd have been clear cuts like the handball goal though. Likely some nervy moments at the back no doubt....but you can't rule out that with a goal behind us, confidence flowing (and not conceded) we may actually have scored again.I absolutely agree.
But I would also say: if that had been called foul, then they'd have had another 3 chances in the next 20 mins though more careless playing out the back/no midfield/losing possession anywhere becoming a counterattack.
fuck me
I think you just take the 22% as the best chance. It makes no sense to average them. Not to me, anyway.Think about it. On the flip side we have 78% , 82% and 90% chances of not winning. By your logic we have a 250% chance of not winning which is mathematically invalid.
I'll need to go and do the maths properly but a better guide is the average of the 3, so 17%.
yeah definitely not. If we have a 22% chance of winning Europa then how could we only have a 17% chance of winning any cup. It has to be higherI think you just take the 22% as the best chance. It makes no sense to average them. Not to me, anyway.
Why not try to create your own logic to work it out rather than take an easy cheap shot at me
cheap shot? You lecture us and you can't even work out how stats work?Why not try to create your own logic to work it out rather than take an easy cheap shot at me
You have to multiple the chances of not winning. 0.78 * 0.82 * 0.90 is the odds of winning nothing. Which works out at 57.5% So 42.5% chance of winning at least one.Why not? 3 individual tournaments that should have no direct impact on the other
Nice one mate! That makes sense. 42.5% is higher than most of us would have expected so at least we have a chance!You have to multiple the chances of not winning. 0.78 * 0.82 * 0.92 is the odds of winning nothing. Which works out at 58.8%. So 41.2% chance of winning at least one.
Chance of winning all 3 is 0.22 * 0.18 * 0.08 = 0.3%
Chance of winning exactly 1 or exactly 2 is a little trickier but not that hard.
Full disclosure: I have a university degree in this shit.
Sorry I had a typo, have correctedNice one mate! That makes sense. 41.2% is higher than most of us would have expected so at least we have a chance!