Hrubec Products, Incorporated, operates a Pulp Division that manufactures wood pulp for use in the production of various paper goods. Revenue and costs associated with a ton of pulp

follow:

Hrubec Products has just acquired a small company that manufactures paper cartons. Hrubec plans to treat its newly acquired Carton Division as a profit center. The manager of the

Carton Division is currently purchasing $6,600$ tons of pulp per year from a supplier at a cost of $$95$ per ton. Hrubec's president is anxious for the Carton Division to begin purchasing its

pulp from the Pulp Division if the managers of the two divisions can negotiate an acceptable transfer price.

Required:

For $(1)$ and $(2)$ below, assume the Pulp Division can sell all of its pulp to outside customers for $$102$ per ton.

What is the Pulp Division's lowest acceptable transfer price? What is the Carton Division's highest acceptable transfer price? What is the range of acceptable transfer prices $($if any$)$

between the two divisions? Are the managers of the Carton and Pulp Divisions likely to agree to a transfer price for $6,600$ tons of pulp next year?

If the Pulp Division meets the price the Carton Division is currently paying to its supplier and sells $6,600$ tons of pulp to the Carton Division each year, what will be the effect on the

profits of the Pulp Division, the Carton Division, and the company as a whole?

For $(3)-(6)$ below, assume the Pulp Division is currently selling only $30,000$ tons of pulp each year to outside customers at the stated $$102$ price.

What is the Pulp Division's lowest acceptable transfer price? What is the Carton Division's highest acceptable transfer price? What is the range of acceptable transfer prices $($if any$)$

between the two divisions? Are the managers of the Carton and Pulp Divisions likely to agree to a transfer price for $6,600$ tons of pulp next year?

$4-$a$.$ Suppose the Carton Division's outside supplier drops its price to only $$91$ per ton. Should the Pulp Division meet this price?

$4-$b$.$ If the Pulp Division does not meet the $$91$ price, what will be the effect on the company's profits?

Refer to requirement $4.$ If the Pulp Division refuses to meet the $$91$ price, should the Carton Division be required to purchase from the Pulp Division at a higher price for the good of

the company?

Refer to requirement $4.$ Assume due to inflexible management policies, the Carton Division is required to purchase $6,600$ tons of pulp each year from the Pulp Division at $$102$ per ton.

What will be the effect on the company's profits?Hrubec Products, Incorporated, operates a Pulp Division that manufactures wood pulp for use in the production of various paper goods. Revenue and costs associated with a ton of pulp

follow:

Hrubec Products has just acquired a small company that manufactures paper cartons. Hrubec plans to treat its newly acquired Carton Division as a profit center. The manager of the

Carton Division is currently purchasing $6,600$ tons of pulp per year from a supplier at a cost of $$95$ per ton. Hrubec's president is anxious for the Carton Division to begin purchasing its

pulp from the Pulp Division if the managers of the two divisions can negotiate an acceptable transfer price.

Required:

For $(1)$ and $(2)$ below, assume the Pulp Division can sell all of its pulp to outside customers for $$102$ per ton.

What is the Pulp Division's lowest acceptable transfer price? What is the Carton Division's highest acceptable transfer price? What is the range of acceptable transfer prices $($if any$)$

between the two divisions? Are the managers of the Carton and Pulp Divisions likely to agree to a transfer price for $6,600$ tons of pulp next year?

If the Pulp Division meets the price the Carton Division is currently paying to its supplier and sells $6,600$ tons of pulp to the Carton Division each year, what will be the effect on the

profits of the Pulp Division, the Carton Division, and the company as a whole?

For $(3)-(6)$ below, assume the Pulp Division is currently selling only $30,000$ tons of pulp each year to outside customers at the stated $$102$ price.

What is the Pulp Division's lowest acceptable transfer price? What is the Carton Division's highest acceptable transfer price? What is the range of acceptable transfer prices $($if any$)$

between the two divisions? Are the managers of the Carton and Pulp Divisions likely to agree to a transfer price for $6,600$ tons of pulp next year?

$4-$a$.$ Suppose the Carton Division's outside supplier drops its price to only $$91$ per ton. Should the Pulp Division meet this price?

$4-$b$.$ If the Pulp Division does not meet the $$91$ price, what will be the effect on the company's profits?