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Dice probabilities
04-29-2024, 06:07 PM
Post: #4
RE: Dice probabilities
We might rather write it: \(x^2+x^1+x^0\)
Thus for an ordinary die we would use: \(x^6+x^5+x^4+x^3+x^2+x^1\)
If these terms get multiplied, their exponents are added.
We're using the distributive law.
Every possible case gets combined with all the others.
And the exponents are added up for us.

I assume that the reason we add up the coefficients of \(x^{10} \cdots x^7\) is clear.
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Messages In This Thread
Dice probabilities - dm319 - 04-29-2024, 04:23 PM
RE: Dice probabilities - Thomas Klemm - 04-29-2024, 04:55 PM
RE: Dice probabilities - Allen - 04-30-2024, 11:19 AM
RE: Dice probabilities - dm319 - 04-29-2024, 05:49 PM
RE: Dice probabilities - Thomas Klemm - 04-29-2024 06:07 PM
RE: Dice probabilities - David Hayden - 04-30-2024, 07:30 PM
RE: Dice probabilities - Albert Chan - 04-30-2024, 08:26 PM
RE: Dice probabilities - dm319 - 04-30-2024, 09:57 PM
RE: Dice probabilities - dm319 - 04-29-2024, 07:14 PM
RE: Dice probabilities - Albert Chan - 04-29-2024, 09:22 PM
RE: Dice probabilities - dm319 - 04-30-2024, 10:07 PM
RE: Dice probabilities - Albert Chan - 05-01-2024, 11:14 AM
RE: Dice probabilities - dm319 - 04-29-2024, 07:22 PM
RE: Dice probabilities - Gil - 04-29-2024, 10:36 PM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 12:27 AM
RE: Dice probabilities - John Keith - 04-30-2024, 10:00 PM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 12:40 AM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 06:43 AM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 08:06 AM
RE: Dice probabilities - Albert Chan - 04-30-2024, 10:59 AM
RE: Dice probabilities - Dave Britten - 04-30-2024, 12:00 PM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 05:11 PM
RE: Dice probabilities - Dave Britten - 04-30-2024, 05:58 PM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 06:04 PM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 06:25 PM
RE: Dice probabilities - Dave Britten - 04-30-2024, 07:24 PM
RE: Dice probabilities - Thomas Klemm - 04-30-2024, 09:10 PM
RE: Dice probabilities - Thomas Klemm - 05-01-2024, 03:32 AM
RE: Dice probabilities - Thomas Klemm - 05-01-2024, 04:26 AM
RE: Dice probabilities - Thomas Klemm - 05-01-2024, 04:41 AM
RE: Dice probabilities - John Keith - 05-01-2024, 06:56 PM
RE: Dice probabilities - Thomas Klemm - 05-01-2024, 05:54 AM
RE: Dice probabilities - Thomas Klemm - 05-01-2024, 08:45 PM
RE: Dice probabilities - John Keith - 05-02-2024, 02:46 PM
RE: Dice probabilities - Albert Chan - 05-03-2024, 01:08 PM
RE: Dice probabilities - Thomas Klemm - 05-03-2024, 01:20 AM



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