NUMBERED CARDS
There are randomly numbered 100 cards. If you randomly draw 95 cards it is guaranteed that every digit (0-9) will appear at least one time as the rightmost digit of the drawn card.
What is the minimum number of cards that must be drawn from these 100 cards in order to guarantee to have at least five different rightmost digits?
Note: The numbers on the cards are unknown.
第4题 编号卡片
有100张随机编号的卡片。如果你随机抽出95张,可以保证每个数字(0-9)都在卡片个位至少出现1次。
从这100张卡片中最少抽几张才能保证至少有5个不同的个位数?
注意:卡片上的数字未知。