Question: Show that E[SN(t)+x] = E[X](E[N(t)] + k) for all k 2 1, but it is not generally true that E[SN()] = EXJEN(t)]

 Show that E[SN(t)+x] = E[X](E[N(t)] + k) for all k 2

Show that E[SN(t)+x] = E[X](E[N(t)] + k) for all k 2 1, but it is not generally true that E[SN()] = EXJEN(t)]

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