Try our fiendishly difficult World Championship snooker maths quiz
Try our fiendishly difficult World Championship snooker maths quiz
You won't get anywhere in snooker if you can't do a bit of simple maths - so put yours to the test with our World Championship quiz.
You won't get anywhere in snooker if you can't do a bit of simple maths - so put yours to the test with our World Championship quiz.
How many World Championships did these three win between them?
How many points would Liang Wenbo get if he potted the remaining reds - all with blacks - and cleared the colours?
Subtract the number of tournament tables there are in the first week of the World Championship from the number of maximums Ronnie O'Sullivan has made at the Crucible.
Multiply the amount of points you give away for fouling on this ball by the number of non-UK world champions there have been in the Crucible era.
Add the value of the balls visible on the table to the number of World Championships won by the player taking the shot.
Subtract this guy's age when he first became world champion in 1990 from the maximum number of frames in a World Championship final.
What percentage of this man's World Championship final defeats came at the hands of Stephen Hendry?
What would your break be worth if you potted all 15 reds, all with blues, and all the colours?
How many frames do you have to win in the entire tournament at the Crucible to become world champion?
Add the number of snooker players who sang on Chas & Dave's Snooker Loopy to the number of balls on the table at the start of a game.