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I understand the reasoning for a cube but don’t understand how it applies to a square. I’ve seen solutions using infinite series but none with a good explanation. Can anyone explain with a solution using a square?
Problem 3 Do P2.19, but with a square instead of a cube: A bug is at one corner of a square. Whats the expectation of the number of steps it takes, to reach the opposite corner? Each step takes it to an adjacent corner, with either corner equally likely.
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math   Statistics-And-Probability   
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lut uǐ fred a bug at one Comer R.e A Mou ue hav detemine the nunbet tes epposite direction. Pt comtains can3p stained unygs e can Say rhat, Tire Sps ooas theCI t-p ses) ?.55

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