Asgard Farms, Inc., has a number of divisions that produce jams and jellies, condiments and glassware. The Glassware Division

manufactures a variety of bottles that can be sold externally $($to soft$-$drink and juice bottlers$)$ or internally to Asgard Farm's Jams

Division. Sales and cost data on a case of $24$ basic $12-$ounce bottles are as follows:

During the coming year, the Glassware Division expects to sell $470,000$ cases of this bottle. The Jams and Jellies Division currently

plans to buy $109,160$ cases on the outside market for $$2\mathrm{.}95$ each. Bella Howard, manager of the Glassware Division, approached Pal

Vining, manager of the Jams and Jellies Division, and offered to sell the $109,160$ cases for $$2\mathrm{.}90$ each. Bella explained to Paul that

she can avoid selling costs of $$0\mathrm{.}13$ per case by selling internally and that she would split the savings by offering a $$0\mathrm{.}05$ discount or

the usual price.

Required:

What is the minimum transfer price that the Glassware Division would be willing to accept? Round to the nearest cent.

$

$|$ per unit

What is the maximum transfer price that the Jams and Jellies Division would be willing to pay? Round to the nearest cent.

$

Should an internal transfer take place?

What would be the benefit $($or loss$)$ to the firm as a whole if the internal transfer takes place? When required, round your answer to

the nearest dollar.

$

Suppose Paul knows that the Glassware Division has idle capacity. Do you think that he would agree to the transfer price of $$2\mathrm{.}90?$

Suppose he counters with an offer to pay $$2\mathrm{.}41.$ If you were Bella, would you be interested in this price?

Suppose that Asgard Farm's policy is that all internal transfers take place at full manufacturing cost. What would the transfer price

be$?$ Round to the nearest cent.

$

per unit

Would the transfer take place?