S
shwingzilla
Enthusiast
Silver Level
What is the possible number of whole card combinations (where K♦6♣does not equal K♥6♦)? I believe if my math is correct it should be ((52*52) + 52)/2 - 52 = 1326. IE: 51+50....+1, where each number is one less than the number before it because for example if I've already used K♦ as my first card and run through all the possible second cards, K♦ can not be counted again in any possible combination. Can anyone confirm/deny this?
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