Cans are made in a process with two resources $($workers in each resource work independently$).$ The processing time $($per worker$)$ of the first resource is $0\mathrm{.}87$ seconds. The processing time $($per worker$)$ of the second resource is $0\mathrm{.}48$ seconds. The first resource has $10$ workers and the second resource has $5$ workers. Assume $2$ workers are added to the process and all of them are assigned to one of the resources.