4. Repeat Problem 3 for large p = 9 and show that the same conclusion holds except that the value of c must be higher (at least 14). From the results of Problems 3 and 4, what 1. In Example 15.6-8, do the following:

(a) Verify the values of Aeff given in Figure 15.9.

*

(b) Compute the expected number of idle repairpersons given R = 4.

(c) Compute the probability that all repairpersons are idle given R := 3.

*

(d) Compute the probability that the majority (more than half) of repairpersons are idle given R := 3.