Here are the odds of the various trump splits:
Seven | Eight | Nine | Ten |
3-3 36% 4-2 48% 5-1 15% 6-0 1% |
3-2 68% 4-1 28% 5-0 4% |
2-2 40% 3-1 50% 4-0 10% |
2-1 78% 3-0 22% |
Don’t worry! You don’t have to remember those percentages. But it is helpful to learn the basic generality: namely that a missing odd number of cards rate to split as evenly as possible eg five missing cards normally split 3-2; whilst a missing even number of cards do not normally split evenly eg four missing cards are more likely to split 3-1 than 2-2 (this is because there are two 3-1 splits: three on the left or three on the right).
South Deals None Vul |
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West | North | East | South |
1 ♠ | |||
Pass | 2 ♠1 | Pass | 3 ♠2 |
Pass | 4 ♠3 | Pass | Pass |
Pass |
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4 ♠ by South |
Lead: ♣ Q |
West leads ♣ Q v 4 ♠ [the killer lead would be ♦ K, but how can West find that?]. As declarer, you win and should make some guesstimates. You’d guess trumps are 3-1 (a missing even number of cards does not rate to split evenly); and you’d guess hearts are 4-3 (a missing odd number of cards does rate to split as evenly as possible).
With the above expectations, you win ♣ A (East encouraging by playing ♣ 10) and play over to ♠ K and back to ♠ A East discarding (♣ 3) on the second round), revealing that, indeed, trumps are 3-1.
Leaving West’s master trump outstanding – the Rule of One – you now play out hearts. You cash ♥ A, overtake ♥ Q with dummy’s ♥ K, then follow with ♥ J, discarding a minor-suit loser. Both opponents follow (as expected) and you now lead the good ♥ 10, discarding another minor-suit loser. West ruffs, but you do not mind, as you have just two minor-suit losers remaining. 10 tricks and game made.
Note that without ♥ 10, the sequence of plays would be ♣ A, ♠ A, ♥ AQ, ♠ 2 to ♠ K, ♥ KJ.