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What exactly is the difference? 
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I misread his post on my phone, I thought he said it was six ten sided dice.If there is no sound in space, how come you can hear the lasers?
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... six ten sided dice in a saving roll is cheating, d20 only
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Read the play Rosencrantz and Guildenstern Are Dead by Tom Stoppard.There's nothing wrong with the dream, my friend, the problem lies with the dreamer.Comment
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Because the range you get 10-60, which is a 50. Spliting it even will make the expected return 35 - 25 numbers above 35, and 25 numbers below 35.Originally posted by Hauldren Collider View PostWhat I want to know is why I have an expected return of 35 when I roll 10d6. I just don't understand it. Can someone teach me to multiply and divide? I have a multivar exam on monday and I think arithmetic might be on the test.
ACK!
Don't try to confuse the issue with half-truths and gorilla dust!Comment
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What gets me is that 3.5 is the expected return on 1 roll of the 6 sided die.
Expected return is impossible to achieve with 1 roll.
ACK!
Don't try to confuse the issue with half-truths and gorilla dust!Comment
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I think (guess) he was being sarcastic...Originally posted by Tuberski View PostBecause the range you get 10-60, which is a 50. Spliting it even will make the expected return 35 - 25 numbers above 35, and 25 numbers below 35.
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Expected result of 1d6= 3.5 thus expected result of 10d6 = 10*3.5=35. It doesn't get much simpler than that. Sigma is a (tiny) bit trickier.Indifference is BlissComment
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Yes, I was being sarcastic.If there is no sound in space, how come you can hear the lasers?
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It's hard to tell with the way you post here.“As a lifelong member of the Columbia Business School community, I adhere to the principles of truth, integrity, and respect. I will not lie, cheat, steal, or tolerate those who do.”
"Capitalism ho!"Comment
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Not true. 1 - 6 are equally likely with one roll.Originally posted by Tuberski View PostWhat gets me is that 3.5 is the expected return on 1 roll of the 6 sided die.
Expected return is impossible to achieve with 1 roll.
ACK!Comment
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