Answer:
The $12,000 is the material handling cost should be assigned to products made in March.
Thus, the correct option is a. $12,000
Explanation:
For computing how much of the material handling cost should be assigned, first we have to calculate the per pound of material. The formula is shown below:
Per pound of material = Labor cost ÷ Number of pounds
= $160,000 ÷ 800,000
= $0.2 per pound of material
Now, multiply this per pound of material with moving pounds.
In mathematically,
Material Handling cost = Per unit of pound × Moving material
= $0.2 × 60,000
=$12,000
Hence, the $12,000 is the material handling cost should be assigned to products made in March.
Thus, the correct option is a. $12,000
Answer:
2.21
Explanation:
Portfolio beta = Respective beta*Respective weight
<em>Beta of market=1;Beta of risk-free assets=0</em>
1.28 = (0.25*0) + (0.31*1) + (0.44*Beta of Stock B)
1.28 = 0 + 0.31 + 0.44*Beta of Stock B
1.28 - 0.31 = 0.44*Beta of Stock B
Beta of Stock B = 0.97/0.44
Beta of Stock B = 2.204545454545455
Beta of Stock B = 2.21
Answer:
a. Ted gets the hut; Sadie gets the rest.
Explanation:
Since Ted placed a much more higher priority on the hut by assigning it 35 points more than all other items, and Sadie placed a very low priority on the hut by assigning it 10 points when compared to all other items, it shows Ted is ready to let go of other items just to have the hut, and Sadie is ready to let go of the hut to have the other item. Hence, the "Ted gets the hut, Sadie gets the rest" splits is efficient.
Answer:
Annual depreciation= $5,865,714.29
Explanation:
Giving the following information:
Purchase price= $41,100,000
Salvage value= $40,000
Useful life in hours= 28,000
<u>To calculate the depreciation expense for 2024, we need to use the following formula:</u>
Annual depreciation= [(original cost - salvage value)/useful life of production in hours]*hours operated
Annual depreciation= [(41,100,000 - 40,000) / 28,000]*4,000
Annual depreciation= $5,865,714.29
