This
It makes the difference in the answer and the equation
If there are twelve drawings, you would need to know if winners are re-entered or not.
What is the parameter for the win? A random number between 1-100? The powerball number on Saturdays? If none of those and you say that there is only one ticket that holds a win. then you have a 1 in 300 chance of success. Not enough data provided.
Winners are re-entered until all 12 items have been won. Conceivably; 1 ticket could win all 12 items.
What is the parameter for the win? A random number between 1-100? The powerball number on Saturdays? If none of those and you say that there is only one ticket that holds a win. then you have a 1 in 300 chance of success. Not enough data provided.
That's easy, 12 in 300, right?
That's easy, 12 in 300, right?
How many prizes are left shouldn't matter, just the number of tickets. The case you are referring to would happen if tickets were thrown out after being drawn.