I would like expert help with the following problemMPG Services requires selecting the best option for the EOQ; the biggest problem the company has is space

since it can only house $250$ units of product in its warehouse. The company is forced to pay $$3\mathrm{.}55$ per additional

unit in a warehouse that is next to its facilities if it wishes to buy more than is required. The table shown provides

the different options that MPG Services has for selecting the provider. Every time the company orders, $$82\mathrm{.}5$ is

charged $($no matter the amount ordered$).$ MPG works for $49$ weeks per year and from Monday to Saturday in a

schedule of $8$:$00$ AM to $5$:$00$ PM$.$ Like all the companies around Charleston, the carrying$-$holding cost is so high

$(32\%).$ The original unit price in the market is $$5\mathrm{.}25$ per unit, and the demand per day is two units. The discount

given by the supplier is shown in Table $1.$

Separate the answers by a coma in the same row, for example: $22,50,60,70,80$

What is the total Holding cost per option$($separate the answer by a coma in the same row$)$

What is the total Ordering cost per option$($separate the answer by a coma in the same row$)$

What is the Purchasing cost per option$($separate the answer by a coma in the same row$)$

What is the $Q$ adjusted per option $($separate the answer by a coma in the same row$)$

What is is the EOQ Cost per option $(($separate the answer by a coma in the same row$)$

$6.$ What is the total cost per option$($separate the answer by a coma in the same row$)$

What is the supplier that you recommend? write the supplier number

Blank # $1$

A

Blank # $2$

A

Blank # $3$

A

Blank # $4$

A

Blank # $5$

A

Blank # $6$

A

Blank # $7$

A