I’m working on a game where you pick up “treasures” as you go, and once you have five, it determines what the most valuable way to score your hand is. I’d like to adjust the scores based on the probability of getting that hand.

This is part of coding problem, but I am not able to understand this concept, if someone can try to explain that would be helpful.

A random sequence Zn such that WN = (1N)* ∑ Zi (1 to N) does not converge in probability to E{Z1}? can someone give an example

An Internet packet is sent from its source to Router 1, then from Router 1 to Router 2 and, finally, from Router 2 to its destination. Assess the probability that a packet is successfully transmitted from the source to the destination if we know that the routers drop packets independently, each with probability 0.01.