Ballantine Corp. produces and sells expensive bicycles. It has
two divisions, A and B: A produces the bicycle frame, and division
B assembles the rest of the bicycle onto the frame. There is a
market for both the frames and the final product. The following
data are available for each division: Selling price for final
product $280 Long-run average selling price for bicycle frame 160
Incremental cost per unit for completion in division B 170
Incremental cost per unit in division A 100 The manager of division
B has made the following calculation: Selling price for final
product $280 Transferred-in cost per unit (market) $160 Incremental
cost per unit for completion 170 330 Contribution (loss) on product
$ (50) Assume that division A’s maximum capacity for this product
is 2,000 units per month and sales to the frame market are now
1,200 units. Assume that division A will maintain the $160 selling
price indefinitely. If division B wants 900 units on an "All or
None basis", what should be the minimum transfer price at which
Division A is willing to supply B's order?
$100
$16
$106.67
$117.77
Answer: $106.67
Working:
Division A has excess capacity of 800 units (2,000-1,200) so up to excess capacity Division A has to transfer at a price which is incurred as cost i.e. $100
But hear Division B requires 900 units that means for extra 100 units (900-800) Division A loss contribution on their regular sales is $60 (160-100)
So for these 100 units cost incurred would be =100+60=$160
Finally Transfer price per unit:
= (800units*100+100units*$160)900units
= $106.67
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