Suppose that the interarrival distribution for a renewal process is Poisson distributed with mean . That is,
Question:
Suppose that the interarrival distribution for a renewal process is Poisson distributed with mean μ. That is, suppose P{Xn = k} = e−μ μk k!
, k = 0, 1,...
(a) Find the distribution of Sn.
(b) Calculate P{N(t) = n}.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answered By
Gauri Hendre
I worked as EI educator for Eduphy India YT channel. I gave online tutorials to the students who were living in the villages and wanted to study much more and were preparing for NEET, TET. I gave tutions for topics in Biotechnology. I am currently working as a tutor on course hero for the biochemistry, microbiology, biology, cell biology, genetics subjects. I worked as a project intern in BAIF where did analysis on diseases mainly genetic disorders in the bovine. I worked as a trainee in serum institute of India and Vasantdada sugar institute. I am working as a writer on Quora partner program from 2019. I writing on the topics on social health issues including current COVID-19 pandemic, different concepts in science discipline. I learned foreign languages such as german and french upto A1 level. I attended different conferences in the science discipline and did trainings in cognitive skills and personality development skills from Lila Poonawalla foundation. I have been the member of Lila poonawalla foundation since 2017. Even I acquired the skills like Excel spreadsheet, MS Office, MS Powerpoint and Data entry.
4+ Reviews
10+ Question Solved
Related Book For 
Question Posted:
