Whist Scoring, Explained

Whist scores in two genuinely separate tracks that get added together only at the very end of a hand — trick points earned purely by winning more than half the deal, and honours points earned purely by which four specific cards happened to be dealt — and untangling which track produced which point is the clearest way to see why the game restricts honours the way it does.

The two scoring tracks

Trick points: 1 point for every trick a side wins beyond six (out of the 13 dealt). Honours points: a side holding all four trump honours (ace, king, queen, jack) between their two hands scores 4 points; holding exactly three scores 2 points; holding two or fewer scores nothing for honours at all.

Worked example 1: an ordinary hand, trick points only

North-South win 9 of the 13 tricks this hand. That's 3 tricks beyond six, so they score 3 points. East-West, having taken the remaining 4 tricks (all under six), score 0 for tricks this hand. Neither side holds three or more trump honours between them, so no honours points apply either. Hand total: North-South 3, East-West 0.

Worked example 2: honours added on top of a trick result

East-West win 8 tricks this hand (2 points for the 2 tricks beyond six). Separately, checking the trump honours: East and West between them hold three of the four (ace, king, and jack of trump, with North holding the queen). That's exactly 3 honours, worth 2 points. Hand total: East-West 2 (tricks) + 2 (honours) = 4. North-South: 0.

Worked example 3: a side that loses the play but still scores from honours

North-South only win 5 tricks this hand — fewer than half, and not enough to score any trick points at all (since scoring only starts once a side crosses six tricks). But North-South happen to hold all four trump honours between their two hands: a 4-point honours bonus, entirely independent of how the actual trick-taking went. Hand total: North-South 4 (honours only), East-West 0, despite East-West having won more tricks overall.

Worked example 4: why honours can't finish a game on their own

North-South are sitting at 4 points, one short of the standard 5-point game. This hand, they take 7 tricks (1 point) and also hold all four honours (4 points) — 5 points from this hand alone, which would ordinarily be more than enough. But because honours points can never supply a game's final winning point, only the 1 trick point actually counts toward finishing the game this hand, bringing their total to 5 — the win is credited to the trick point, not the honours, even though both were scored in the same hand.

Worked example 5: tracking a full rubber across two games

Game 1: North-South reach 5 points first and win it. Game 2: East-West reach 5 points first, tying the rubber at one game each. Game 3 (the decider): North-South win again, taking the rubber 2 games to 1. Because the rubber wasn't won 2-0, the "double" bonus doesn't apply — North-South collect the standard rubber win, without the extra bonus a clean 2-0 sweep would have carried.

Worked example 6: a clean 2-0 rubber, earning the extra bonus

A different rubber: North-South win game 1 (5-3 in tricks-plus-honours points) and then win game 2 as well, without East-West ever reaching 5 points in either game. Because this is a 2-0 rubber, the extra bonus applies on top of the standard rubber win — a meaningfully bigger reward than the 2-1 rubber in worked example 5, even though both rubbers required exactly two games won to finish.

Worked example 7: a match where honours are deliberately dropped

A modern table agrees in advance to skip honours scoring entirely, playing purely on trick points. The same deal from worked example 3 — North-South winning only 5 tricks but holding all four honours — now scores 0 for North-South, since there's no honours track running at all under this convention; East-West, having taken 8 tricks (2 points), win the hand outright instead. This isn't a misapplication of the rules, just a genuinely different, common modern variant — but it can flip who actually wins a specific hand compared to the traditional, honours-included scoring above.

Worked example 8: reconstructing a disputed total from a completed scoresheet

A player insists their side is ahead after three hands, having scored 2, 0, and 4 (total 6) against the opponents' 1, 3, and 0 (total 4). Re-adding both columns from the written scoresheet — rather than trusting either player's memory of the running total — confirms the 6-to-4 split, resolving the disagreement in seconds. This is exactly why traditional Whist scoresheets track each hand's trick and honours points as separate written entries rather than a single running number updated verbally hand to hand: a written breakdown can always be re-added from scratch.

The fastest way to total a hand

1. Count tricks won by each side; any trick beyond six scores 1 point for that side.
2. Separately, check trump honours held between each side's two hands: 4 points for all four held by one side, 2 points for exactly three, nothing for two or fewer.
3. Add both tracks together for the hand's total — but if a side's total would win the game purely from honours with no trick point contributing, honours alone don't count for that final point.
4. Track games won toward the rubber; a 2-0 rubber earns an extra bonus a 2-1 rubber does not.

A revoke penalty, when it's actually claimed, is added or subtracted as its own separate three-point entry on the scoresheet, alongside that hand's ordinary trick and honours points — never folded silently into either of those two existing columns, which keeps a later recount honest about exactly where every point on the sheet actually came from.

For the deal, the turned-up trump card and how a revoke actually gets penalized, see the full Whist rules and the dispute page for the honours-scoring and revoke-penalty questions argued most often.