The V$.$P of Marketing is not all that happy with the large volume of backorders in your plan from question $1$A$.$ She asks that you develop a plan that results in no backorders at any time during the year. The V$.$P$.$ of manufacturing says that he will insist that any such plan specify level output each quarter. The V$.$P$.$ of Finance states that you no longer need to have a Qtr$.$ IV ending inventory of $2000$ units. Using the original forecast data, beginning inventory, starting number of full time employees, etc. from problem $1,$ develop a plan that will meet the requirements of all three V$.$P$.\text{'}$s$.$Mowers & IHowers Assielates, Inc. MBA Inc. assembles lawn mowers and snow blowers from subassemblies and component parts provided by reliable vendors. Both products $($end items$)$ utilize the same small engines, many of the same parts and require the same assembly time and employee labor skills. On December $20,$ the Production Planning Committee of MBA Ine, is due to adopt an aggregate plan for the coming year. The available planning information is as follows: Quarter $-$ I Beginning Inventory: Mowers $2600$; blowers $1400$ Output and Costs: Production Rates: Regular $500$ units per Full$-$Time employee per quarter $($of either unit$)$ Overtime up to $200$ units per Full$-$Time employee per quarter $($of either unit$)$ Temporary $400$ units per Temporary employee per quarter $($of either unit$)$ Subcontract Maximum subcontract output available is $5200$ units per quarter.AThe V$.$P of Marketing is not all that happy with the large volume of backorders in your plan from question $1$A$.$ She asks that you develop a plan that results in no backorders at any time during the year. The V$.$P$.$ of manufacturing says that he will insist that any such plan specify level output each quarter. The V$.$P$.$ of Finance states that you no longer need to have a Qtr$.$ IV ending inventory of $2000$ units. Using the original forecast data, beginning inventory, starting number of full time employees, etc. from problem $1,$ develop a plan that will meet the requirements of all three V$.$P$.\text{'}$s$.$