Traditional Culture Encyclopedia - Almanac inquiry - What is the probability of winning a two-color ball?
What is the probability of winning a two-color ball?
-The probability of the first prize (6 red balls+1 blue balls) is about1116,5310,800.
-The probability of the second prize (6 red balls) is about119,421970.
-The probability of the third prize (5 red balls+1 blue balls or 5 red balls with the same lottery number) is about11,333,316.
-The probability of the fourth prize (5 red balls or 4 red balls+1 blue balls) is about 1/72, 192.
-The probability of the fifth prize (4 red balls or 3 red balls+1 blue balls) is about1/7,510.
-The probability of the sixth prize (1 blue ball or 2 red balls+1 blue ball) is about111.
It should be noted that the above data are for reference only, and the actual winning probability may be affected by many factors such as the number of lottery tickets purchased and the law of lottery numbers.
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