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A long time gambler sits down at a blackjack table at a casino.
He is dealt two cards that come to a whopping total of twelve.
He asks for a hit, receives another card, and the total of his cards is still twelve.
What two cards was he first dealt ?
And what was his third card ?
He is dealt two cards that come to a whopping total of twelve.
He asks for a hit, receives another card, and the total of his cards is still twelve.
What two cards was he first dealt ?
And what was his third card ?
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Hit with a 10, King, Queen, or Jack?
" His first two cards were two aces, totaling to twelve, and the third card
could have been a ten, jack, queen, or king, changing the value of the two
aces to one each. "
One is scored 11
The second is scored as 1
for 12
When you hit that and get the 10 you score both aces as ones so you don't bust
10+1+1=12 still
1-800-[(10x)(13i)2] - [sin(xy)/2.362x]