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How many tricks can we expect from these suit combinations?  Is there a way to get more?

1

 A K 9 7 6

 We expect to take all 5 tricks in this suit without much drama.  The odds of a 3-2 fit are 65%.


 Q 5 3

2

 A K 9 7

 3 tricks for sure but with only 7 cards the most common split of the missing cards is 4-2 49% of the time and only 35% of the time will it be 3-3. 


 Q 5 3

3

 A Q 9

1 1/2 tricks.  Half the time the K will be on the left of dummy and half on the right.  2 tricks 50% of the time if we lead from 5 3 toward A Q. almost ZERO% if we lead from the A Q in dummy


 5 3

4

 K 9 7 6 4

 1/2 trick - if the ace is on our left we win either the first or second trick.  Think about it - no downside since we will lose to the ace in all cases - but if the ace is where we want, we will win a trick and maybe get to discard another loser.


 3

5

 A 9 7

 1 1/2 trick - if the king is on our RIGHT we get 2 tricks.  Correct play is to win the ace and lead low towards the queen.  Note that leading the Q toward the A never wins.  If left has K they cover and after we win A we are no better off.  If right has the king, we lose and still get only 1 trick.


 Q 8 4 3

6

 A  J 10 2

 1 trick for sure, but the odds are in our favor on this combination.  Missing the K & Q the odds are 65% that either both the K & Q are on our left OR that left has one and right has the other.  To take advantage, we finesse toward dummy TWICE.


 8 4 3

7

 A K 7 6 2

 While this looks like just 2 tricks,  the odds are smiling again. Remember that a while a 3-3 split is only 35% and that 4-2 is 49%?  That means that 82% of the time the 6 cards split either 3-3 or 4-2.  So the 5th card will be good 82% of the time.  It does require planning, entries and perhaps losing 2 tricks (which you are losing anyway) but there is an extra trick likely.


 8 4