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Tips spades: Difference between revisions

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==Can your partner beat a high card?==
==Can your partner beat a high card?==


If you have the queen of one suit, there is a 55.5% chance that your partner has a card to beat it.  
If you have the queen of one suit, there is a 55.5% chance that your partner has a card to beat it. So even if your hand with a queen of spades is otherwise very weak, you should not go for a nil unless you are behind by many points, as the success rate is only 55% (you can only expect 10 points from the play).  
 
--> even if your hand with a queen of spades is otherwise very weak, you should not go for a nil unless you are behind by many points.  


If you have the jack of one suit, there is a 70.3% chance that your partner has a card to beat it.  
If you have the jack of one suit, there is a 70.3% chance that your partner has a card to beat it.  

Revision as of 06:46, 26 June 2022

Don't go for nil if you have the ace of spades. Beware the bags! It's always better to underbid than to overbid. If you have a lot of spades you might want to bid higher.

Can your partner beat a high card?

If you have the queen of one suit, there is a 55.5% chance that your partner has a card to beat it. So even if your hand with a queen of spades is otherwise very weak, you should not go for a nil unless you are behind by many points, as the success rate is only 55% (you can only expect 10 points from the play).

If you have the jack of one suit, there is a 70.3% chance that your partner has a card to beat it.

Who is undersuited?

If you have three cards of one suit, there is a 5.4% chance that someone has no cards of that suit (1.7% chance that your partner has no cards in the suit); a 23% chance that someone has only one card of that suit (8%); and 60% chance that someone only has two cards of that suit (20%).

If you have four cards of one suit, there is a 7.8% chance that someone has no cards of that suit (2.6% chance that your partner has no cards in the suit); a 34% chance that someone only has one card of that suit (11.7%); and 70% chance that someone only has two cards of that suit (23.3%).