You are playing a game in which you throw 12 sided dice to get hits A 9, 10, 11, or 12 is a hit while a 1 to 8 or less is a miss On your turn, you throw 5 dice The binomial equation is 1 (p q) n Let p be the probability of throwing a hit and q be the probability of throwing a miss for a single die I'm trying to figure out the values of p, q and n

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Question: You are playing a game in which you throw 12 sided dice to get hits. A 9, 10, 11, or 12 is a hit while

You are playing a game in which you throw 12 sided dice to get "hits". A 9, 10, 11, or 12 is a "hit" while a 1 to 8 or less is a "miss". On your turn, you throw 5 dice.

The binomial equation is 1 = (p + q)ⁿ.

Let p be the probability of throwing a "hit" and q be the probability of throwing a "miss" for a single die. I'm trying to figure out the values of p, q and n

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