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Bro is handsome
ОтветитьThis is a easy problem on a line isn’t it. Because if X is the position after n time steps, the probability that X=k is kind of just a Binomial RV.
ОтветитьEasy peasy
Ответитьclear
ОтветитьIt is important to reiterate the information given in this short lecture about the conditions that exists in the problem
1st condition: Independent Events,moving in a certain direction does not affect the next choice movement event i.e. unbiased decision [P(BF)= P(B)xP(F)]
2nd condition: Mutually exclusive event,If moved to the direction of F it exclude the possibility of moving to the direction of B i.e one decision eliminates the other
[P(FB,BF) = P(FB)+P(BF)]
The last part was specific for the problem,while the above are general
3rd condition: Conditional probability,the movement was forward given that the end point is position 1.
This is one of those problem where there is a combination of 3 fundamental concepts of probability at the same time.
Great work MIT
I found it super relaxing to watch! Thank you
Ответитьthe sound is not good I am quite disappointed
ОтветитьAre the last step of each possibilities independent from the previous one ,such as if I take F then taking the B step is inevitable .then the p(B) must be 1 provided we have to end up at that same position we started ....I have some confusion in this step.
ОтветитьI don't even know how i ended up here, but I understood most of this stuff.
ОтветитьIs DZ video wt iam looking for 😏
Ответитьwhat was the problem?
ОтветитьThank you so muchh
ОтветитьKuang Xu is a genius.
Ответитьwhat about if you have another, 1-p-q, a circulation
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