Johnson Matthey manufactures three components that are ultimately assembled as a finished product for exhaust system catalytic converters. Component $1$ is first processed at workstation A for $5$ minutes. Component $2$ is processed at workstation B for $9$ minutes. Component $3$ is processed at workstation C for $7\mathrm{.}5$ minutes. All three workstations are independent and take place simultaneously.

Next, all three components flow to Station D for assembly. Station D takes $12$ minutes. Then the process moves to the shipping area, workstation E$,$ which has two areas within the operation. Workstation E takes $30$ minutes. The finished product only needs to go through one of the two shipping areas $($they are in parallel$).$

Based on the following information, answer the following:

a$.$ What station is the bottleneck and bottleneck time? $["","","","",""]$

b$.$ What is the throughput time? $["","","","",""]$

c$.$ If the company operates $9$ hours per day, $6$ days a week, what is the weekly capacity? $["","","","",""]$