*2. John Macko is a student at Ozark U. He does odd jobs to supplement his income. Job requests come every 5 days on the average, but the time between requests is exponential.

The time for completing a job is also exponential with mean 4 days.

(a) What is the probability that John will be out of jobs?

(b) If John gets about $50 a job, what is his average monthly income?

(c) If at the end of the semester, John decides to subcontract on the outstanding jobs at

$40 each. How much, on the average, should he expect to pay?