Question C please and if possible, I would appreciate a detailed explanation
Thank you in advance
6. Assume the time T in between any two email messages arriving to an email server is an
exponential random variable with distribution FT(t)=1e20t (where t is measured in minutes so
that the arrival rate is 20 email messages per minute) a. [5 points] What is the probability that the
next email arrives less than 3 seconds later? b. [5 points] What is the probability that the next
email arrives after at least 1 second? c. [10 points) Consider the situation in which 1.
Question C please and if possible, I would appreciate a detailed exp.pdf
1. Question C please and if possible, I would appreciate a detailed explanation
Thank you in advance
6. Assume the time T in between any two email messages arriving to an email server is an
exponential random variable with distribution FT(t)=1e20t (where t is measured in minutes so
that the arrival rate is 20 email messages per minute) a. [5 points] What is the probability that the
next email arrives less than 3 seconds later? b. [5 points] What is the probability that the next
email arrives after at least 1 second? c. [10 points) Consider the situation in which 1
![Question C please and if possible, I would appreciate a detailed explanation
Thank you in advance
6. Assume the time T in between any two email messages arriving to an email server is an
exponential random variable with distribution FT(t)=1e20t (where t is measured in minutes so
that the arrival rate is 20 email messages per minute) a. [5 points] What is the probability that the
next email arrives less than 3 seconds later? b. [5 points] What is the probability that the next
email arrives after at least 1 second? c. [10 points) Consider the situation in which 1](https://image.slidesharecdn.com/questioncpleaseandifpossibleiwouldappreciateadetailedexp-230328171814-3a9c1fc6/85/Question-C-please-and-if-possible-I-would-appreciate-a-detailed-exp-pdf-1-320.jpg)
