Using the intuitive least cost method for the given transportation problem, answer the following:

ClevelandDaytonErieSupplyAllentown$$22$$$16$$$21100$Philadelphia$$28$$$27$$$18150$Harrisburg$$25$$$23$$$19175$Demand$175175175$

$$

Is the problem balanced? $[$ Select $]["$yes$","$no$"]$ If not, where is the unbalance $($shortage$)$ and by how much? $[$ Select $]["$the problem is balanced", "supply by $200",$ "demand by $200",$ "supply by $100$ units", "demand by $100"]$

What is the maximum quantity that can be shipped from Allentown to Erie? $[$ Select $]["125","0","100","25"]$

What is the maximum quantity that can be shipped from Harrisburg to Cleveland? $[$ Select $]["100","75","175","0"]$

What is the maximum quantity that can be shipped from Harrisburg to Dayton? $[$ Select $]["100","25","0","75"]$

Which demand location will have an unmet demand? $[$ Select $]["$Cleveland by $50$ units and Dayton by $50$ units", "all demand levels were met", "Dayton", "Erie", "Cleveland"$]$

What is the overall cost based on this method? $[$ Select $]["$$$8,375","$$$7,890","$$$9,176","$$$7,735","$$$9,390"]$