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Hi bobbym
Yes. Just subtract 1/5 of the probability for those you don't need. E.g.: P1(11)=P(11)-P(10)/5.
Just one. For example, there is 1/5 chance to get to 1 in one sequence of rolls. To get 11..14, something more has to be done to prevent counting the cases where we get to a lower one, but that is easy.
It's the probability of getting to a number while rolling.
It's the probability.
What should it be?
What is converging to that?
Hm, have you tried completing tbe square? You will see for which value of t, h reaches its maximum. The total time is twice as long.
No, it cannot. a(0) is 1.
Fixed it. I was in a hurry.
with a(0)=1 and a(n)=0 when n<0
It was supposed to just calculate the 10 probability.
Either way, I think I have a recurrence.
Well, it already does probabilities, but it is incorrect. It counts thing like 5,5,0.
Hi bobbym
I'm getting
What's that?
In a particular case, programming the ground to move as you wish.
Do you think they have bioprogramming?
Okay, post if he remembers.
Hm, you just list out all the possibilities.
Are there pictures?
16 is old enough.
You can do it by casework, then.
I also did it with that GF.
I think repetitions must be allowed. If not, the solution is 0.
How large?
There might have been. Probably not after the floods.