Trying to figure out what the odds would be in rolling the complete phrase "FOR" "GET" "IT" on the initial roll out using the 6 dice?
Trying to settle an argument of answers....thanks
Quote: JayBeeThere is a dice game called "ForGet It" where you roll six dice, each die is numbered 1-5 and the 6th spot is labeled "FOR" on 2 of the dice, "Get" on 2 of the dice and "IT" on 2 of the dice.
Trying to figure out what the odds would be in rolling the complete phrase "FOR" "GET" "IT" on the initial roll out using the 6 dice?
Trying to settle an argument of answers....thanks
11/36 x 11/36 x 11/36 = 1331/46656, or about 1 in 35 initial spins.
Edit: soopoo's answer is obviously much simpler!
Out of the 36 dice sides, 6 sides are taken up by a word, 1 words per die. Two dice have the word "FOR".....two dice have "GET"...and two have "IT".
How do you get the 11 in the numerator?
Quote: JayBeeThank you, let me just clarify again to make sure everything is correct as described before.
Out of the 36 dice sides, 6 sides are taken up by a word, 1 words per die. Two dice have the word "FOR".....two dice have "GET"...and two have "IT".
How do you get the 11 in the numerator?
Since one side of a die (out of six) has a word, the probability to not roll a word with one die is 5/6.
Therefore, probability to not roll the word with two dice is 5/6 * 5/6 = 25/36
Therefore, the probability to roll at least one word is the above number subtracted from 1.
1 – 25/36 = 11/36.
Quote: BeardgoatI got this game for Christmas except it came with 9 die
You must be correct as I was watching and not playing.
Now with the 9 die in action, 3 would have the word "FOR", 3 would have "GET" and 3 would have "IT" (correct me if I'm wrong on the # of words)
so what are the odds now throwing "FOR" "GET" "IT" using the 9 die?
Thanks again for all your replies and answers
Quote: JayBeeYou must be correct as I was watching and not playing.
Now with the 9 die in action, 3 would have the word "FOR", 3 would have "GET" and 3 would have "IT" (correct me if I'm wrong on the # of words)
so what are the odds now throwing "FOR" "GET" "IT" using the 9 die?
Thanks again for all your replies and answers
Change the 2 to a 3 in wudged’s equation above.
(1 – (5/6)3)3
= 0.07478
Or about 1 in 13