1. If the company takes the order, it will have to reduce normal sales by 60,000 as it has excess capacity of 20,000
Gross profit that the company will make on the order = 80,000 * 16 (selling cost of P4) = 1,280,000
Loss in profit due to taking the special order = 40% of (60,000 * 20) = 480,000
Therefore, the company should take the order as it would increase profits by 800,000 (1,280,000 - 480,000)
2. The lowest price would be the one in which the income generated from the special order offsets the loss in sales of 1,200,000 (60,000 * 20). Lowest price = 1,200,000 / 80,000 = 15
3. Expected monthly sales = 300,000
Excess capacity = 20,000
Per month loss in sales = 40,000 (60,000 - 20,000)
The contribution margin for units sold via special order = 50 - 30 - 4 = 16
The contribution margin for units sold via normal channels = 50 - 30 = 20
Therefore, if the order is accepted for the whole year, there would be a reduction in profit of 160,000 per month. Hence, the order shouldn't be accepted.
4. The order would still be accepted as the fixed cost would have to incurred irrespective of the acceptance or rejection of offer.
can someone help please Test II- Problem 1. Southland Tires has been approached by a large...
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