Problem $1.$ The desired daily output for an assembly line is $360$ units. This assembly line will operate $450$ minutes per day. The following table contains information on this product's task times and precedence relationships: b$.$ what is th workstation cycle time?

$37$ c$.$ Balance this line using the largest number of following tasks. Us the longest task time as a secondary criterion.

Production time per day $($Seconds$)=$

Required output per day $=$

$C=$ production time per day$/$required output per day $=$

Sum of task times $(T)=$

Theoretical number of workstation $(Nt)=$

#DIV$/$O$!=>$ round up

d$.$ What is the efficiency of your line balance?

Sum of task times $(T)=$

Actual number of workstations $(Na)=$

Workstation cycle time $(C)=$

Efficiecny $=$

I MUST INSERT FORMULAS$/$FUNCTIONS INTO THE BLUE BOXES!