problem $1-$ quality $$level: $90\%,$ working $$days: $5,$ shifts: $3,$ length $$of $$shifts $($hours$)$: $8,$ operators: $5,$ planned $$downtime $$per $$shift $($minutes$)$: $45,$ cycle $$time $$of $$the $$resource $$activity$($secs$)$: $7,$ demand $$for $$finished $$goods $$per $$week: $52200,$ demand $$for $$finished $$goods $$per $$day: $10400,$ budgeted$/$target $$pph: $35,$total $$parts $$produced $$all $$shifts: $11500$

are $$you $$meeting $$the $$takt $$tim$?$

are $$you $$meeting$/$exceeding $$productivity $$target$?$

are $$you $$generating $$fg $$inventory$?$

number $$of $$operators $$per $$shift $$needed $$to $$meet $$or $$exceed $$target $$pph$?$

can $$increasing $$quality $$to $100\%$ meet $$target $$pph $$without $$changing $$original $$number $$of $$operators$?$