resuelve esto a$-$b$)$ Using Johnson's rule for $2-$machine scheduling, the sequence is:

c$)$ For the schedule developed using Johnson's rule, the total length of time taken to complete the

seven printing and binding jobs $($including binding$)=$

hours $($enter your response as a

whole number$).$

d$)$ The idle time in the binding shop based on the sequence developed using Johnson's rule $=$

hour$($s$)($enter your response as a whole number$).$

e$)$ By splitting Job $V$ in half, the binding machine's idle time would be cut by

hour$($s$)($enter

your response rounded to one decimal place$).$

The following set of seven jobs is to be processed through two work centers at

George Heinrich's printing company. The sequence is first printing, then binding.

Processing time at each of the work centers is shown in the following table: