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Trying to help nephew with his math homework and came across this problem. If you roll an eight sided dice and your friend rolls a four sided dice, what are the odds that you will roll a higher number than your friend. The answer i got was 68.75%. Can any of you geeks tell me if this is right?
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ok well look at it like this, 32 total possibilities (4 for him times 8 for you)
If you roll a 5,6,7,8 you're going to be higher (thats 16)
If you roll a 4, you beat 3 of his rolls (19)
Roll a 3, you beat 2 of his (21)
Roll a 2, you beat 1 of his (22)
22/36, whatever that comes out to be is your answer -
i think davols mistyped the 36 and means 32 (as he said, that's total possibilities)
22/32 = 68.75% -
Ahh ok thanks guys I was surprisingly right it appears
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outcomes in the negative are:
him: 4, 3, 2
you: 3,2,1; 2,1; 1.
.25*.125+.25*.125+.25*.125+.25*.125+.25*.125+.25*. 125
1 - above = .8125 -
Edited By: warden Jan 25th, 2012 at 05:56 AMyou're not taking into account times when the dice roll the same numberOriginally Posted by t4a2n0kk
outcomes in the negative are:
him: 4, 3, 2
you: 3,2,1; 2,1; 1.
.25*.125+.25*.125+.25*.125+.25*.125+.25*.125+.25*. 125
1 - above = .8125
don't know why you'd bother trying to do it that way when it's so straightforward -
It's 50-50.
Edited By: phish42O Jan 25th, 2012 at 04:30 AM -
So..you're not really trying to help him with his homework....You are actually DOING IT for him. Hows your (er, his) science project coming along? You going with the erupting volcano again?
Originally Posted by The Smoking Pimp
Trying to help nephew with his math homework and came across this problem. If you roll an eight sided dice and your friend rolls a four sided dice, what are the odds that you will roll a higher number than your friend. The answer i got was 68.75%. Can any of you geeks tell me if this is right?









